Converter of volume and units of measure in culinary recipes. Physics test "test physical quantities" Test conversion of units of measurement of physical quantities
Mathematics test, grade 5, on the topic "Measuring quantities"
Work instructions
You have 45 minutes to complete the work. The work consists of 11 tasks.
Answers to tasks are recorded on the answer sheet. When recording them, the following is taken into account:
in tasks with a choice of answers, the number of the correct answer is indicated;
in tasks with a short answer, the number resulting from the solution is indicated;
in tasks for correlation, a sequence of numbers from the answer table is indicated without using letters, spaces and other symbols (incorrect: A-2, B-1, C-3; correct: 213).
If you find that you wrote down the wrong answer on the form, then carefully cross it out and write the correct one next to it.
All necessary calculations and transformations are made in a draft. Drafts are not checked and are not taken into account when setting a mark.
The correct answer, depending on the complexity of each task, is estimated by one or more points. The points you get for all completed tasks are summed up. Try to complete as many tasks as possible and score as many points as possible.
1. What is the area of a rectangle with sides 5 cm and 8 cm? Give your answer in square centimeters. |
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Answer: ______________ |
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2. The radius of the circle is 6 cm. What is the diameter of this circle? Give your answer in centimeters. |
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Answer: ______________ |
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3. Establish a correspondence between the degree measure of an angle and its type |
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4) deployed |
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4. Choose the right statements |
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1) If the triangles are equal, then their perimeters are equal |
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2) If the perimeters of the triangles are equal, then the triangles are congruent |
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3) If the areas of the triangles are equal, then the triangles are congruent |
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4) If the triangles are equal, then their areas are equal |
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5. Match the triangle with its description |
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1) equilateral rectangular |
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2) isosceles acute-angled |
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3) isosceles rectangular |
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4) versatile obtuse |
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5) versatile acute-angled |
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6) equilateral acute-angled |
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7) isosceles obtuse |
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6. Choose the right statements |
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1) Any isosceles triangle is equilateral |
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2) Any equilateral triangle is isosceles |
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3) Any square is a rectangle |
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4) Any rectangle is a square |
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7. The length of the rectangle is increased by 8 times, and its width is reduced by 2 times. How has the area of this rectangle changed? |
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1) Increased 4 times | 2) Decreased by 4 times |
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3) Increased 16 times | 4) Decreased by 16 times |
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8. Choose the correct statement. |
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1) 2 dm2< 80 см2 | 2) 470 cm2 > 4 m2 |
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3) 7 ha > 60,000 m2 | 4) 600 m2< 6 а |
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9. Select the statement that has an error |
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1) 3 hours = 10 800 s | 2) 2 days 5 h 30 min = 3230 min |
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3) 6 t 15 c 2 kg = 7 502 kg | 4) 9 kg 75 g = 9075 g |
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10. One side of the triangle is 18 cm, the second is 10 cm more, and the third is 2 times the first side. What is the perimeter of this triangle? |
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Answer: _________________________________ |
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11. Calculate the volume of a figure made up of identical cubes, the edge of which is 3 cm. |
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Solution: _____________________________________________________________________ |
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Answer: ___________________________ |
Answer form for the test "Measurement of quantities"
Surname, name _______________________________________________ | Class _____________ |
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Points (set by the teacher) |
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Task 10
Task 11
Keys and criteria for assessing test items
job number | Criteria for evaluation | ||
0.5 points if item 1 is recorded and item 2 is not recorded 0.5 points if item 4 is recorded and item 3 is not recorded (for example, answer 124 is worth 0.5 points) | |||
1.5 points, if all characters are written correctly, 1 point, if any one position of the answer contains not the character that is presented in the answer standard; 0.5 points if any two positions of the answer contain characters other than those presented in the answer standard, and 0 points in all other cases | |||
0.5 points if item 2 is recorded and item 1 is not recorded 0.5 points if item 3 is recorded and item 4 is not recorded (for example, answer 13 is worth 0.5 points) | |||
1 point if the problem as a whole is solved correctly, but 1 typo or computational error is made | |||
2 points if the problem is solved correctly, the correct answer is received 1 point if the volume of one cube is found, but the volume of the whole figure is not found or the problem is solved completely, but 1 typo or 1 computational error is made | |||
Maximum amount points |
Description test work
The test is focused on work on the teaching materials of S.M. Nikolsky (Textbook Mathematics. Grade 5: textbook for general educational institutions / [S.M. Nikolsky, M.K. Potapov, N.N. Reshetnikov, A.V. Shevkin] . - M.: Education, 2015). The purpose of the test is to check the level of assimilation educational material chapter 2 "Measurement of quantities", paragraphs 2.5 - 2.13.
The test consists of two parts and contains 11 tasks. Of which 6 tasks basic level, 4 tasks of advanced level and 1 task of high level of difficulty. Tasks 1-9 provide three forms of response:
. with a choice of answers from four proposed - 5 tasks,
. with a short answer - 2 tasks,
. for compliance - 2 tasks.
Students must demonstrate: mastery of basic algorithms; knowledge and understanding of such mathematical concepts as a circle, angle, triangle, quadrilateral, their properties, knowledge of mathematical quantities, units of their measurement, knowledge of methods for solving problems.
Also testcontains 2 tasks with a detailed answer, which are aimed at checking the knowledge of the material at an increased and high level. When performing these tasks, students must demonstrate the ability to mathematically correctly write down the solution, while providing the necessary explanations and justifications.
Tasks are arranged in ascending order of difficulty - from relatively simple to complex, requiring fluency in the material and a good level of mathematical culture.
Task characteristics
job number | Job type | Difficulty level |
With a short answer | ||
With a short answer | ||
For compliance | ||
Choice of answer | ||
For compliance | ||
Choice of answer | ||
Choice of answer | elevated |
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Choice of answer | elevated |
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Choice of answer | elevated |
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With extended answer | elevated |
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With extended answer |
Distribution of jobs by type
Job type | Number of tasks | Maximum score | Percent maximum score for this type from the maximum for the entire work |
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Choice of answer | ||||
With a short answer | ||||
For compliance | ||||
With extended answer |
Distribution of tasks by difficulty level
Difficulty level | Number of tasks | Maximum score | The percentage of the maximum score for this level from the maximum score for the entire work |
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elevated | ||||
At the beginning of the lesson, students are given the full text of the work and answer forms. Answers and solutions to test problems are written on the forms. The wording of the tasks is not rewritten, the drawings are not redrawn.
After solving the task, the answer is recorded. When recording a response, the following is taken into account:
In tasks with a choice of answers, the number of the correct answer is indicated;
In tasks with a short answer, the number resulting from the solution is indicated;
In the matching task, a sequence of numbers from the answer table is indicated without using letters, spaces and other symbols (incorrect: A-2, B-1, C-3; correct: 213).
All necessary calculations, transformations and drawings can be made by students in a draft. Drafts are not checked and are not taken into account when setting a mark.
Tasks No. 1, 2, 7, 8, 9 are considered completed correctly if the number of the correct answer is indicated (in tasks with a choice of answers), or the correct answer is entered (in tasks with a short answer).
For the answer to tasks No. 3, No. 5, 1.5 points are given if all the characters are written correctly; 1 point if any one position of the answer does not contain the same character that is presented in the answer standard; 0.5 points if any two positions of the answer contain characters other than those presented in the standard answer, and 0 points in all other cases.
For the answer to task No. 4, 1 point is given if the answer is given correctly; 0.5 points if recorded point 1, and point 2 is not recorded; 0.5 points if item 4 is recorded and item 3 is not recorded (for example, answer 124 is worth 0.5 points).
For the answer to task No. 6, 1 point is given if the answer is given correctly; 0.5 points if item 2 is recorded and item 1 is not recorded; 0.5 points if item 3 is recorded and item 4 is not recorded (for example, answer 13 is worth 0.5 points).
For task No. 10, 2 points are given, if the task is solved correctly, the correct answer is received; 1 point if the problem as a whole is solved correctly, but 1 typo or computational error is made.
For task No. 11, 2 points are given, if the problem is solved correctly, the correct answer is received; 1 point if the volume of one cube is found, but the volume of the whole figure is not found, or the problem is solved completely, but 1 typo or 1 computational error is made.
The total score is formed by summing the scores received for each task.
Scale for converting a total score into a school mark
Mark on a five-point scale | "2" | "3" | "four" | "5" |
Total score | 0 - 3,5 | 4 - 7 | 7,5 - 10,5 | 11 - 14 |
Test plan
job number | Tested skill or knowledge |
Know the formula for the area of a rectangle ability to find the area of a rectangle |
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Knowledge of the relationship between radius and diameter; the ability to calculate the diameter of a circle from its radius |
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Knowledge of types of angles; the ability to determine the type of angle by its degree measure |
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Understanding the fact that equal figures always have equal perimeters and areas, but the equality of perimeters or areas is not a sign of equality of figures |
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Knowledge various kinds triangles, the ability to classify triangles by sides and angles; the ability to determine the type of triangle according to the drawing |
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Knowledge of the classification of triangles by sides, understanding the fact of inclusion equilateral triangles into the isosceles class. Knowledge of different kinds of quadrangles, understanding of the fact that squares are included in the class of rectangles. |
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Knowledge of the formula for the area of a rectangle, the ability to analyze the change in area when changing the sides of a rectangle. |
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Knowledge of area units, ability to convert units |
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Knowledge of mass and time units, ability to convert units |
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Knowledge of the concept of the perimeter of a figure, the ability to solve simple word problems |
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Knowledge of the formula for the volume of a cube, the ability to calculate the volume of a cube, understanding the additivity of volume, the level of development of spatial thinking. |
When developing the test, materials (specification) of regional exams in mathematics in educational organizations Orenburg region
test topic
Units of measurement of information (translation)
subject
Informatics
class/group
used sources and literature
FIPI materials
keywords or reference concepts separated by commas (at least 5 items):
information, units, translation, bit, byte
methodical annotation
some topics in the computer science course are covered at the beginning of the tenth grade (when passing the middle link and earlier), and the skills are used throughout the course and passing the exam.
I suggest a five-minute work that can be done at the beginning or at the end of the lesson.
Option 1
How many MB of information contains a message of 2 to the power of 28 bits?
(The answer is one number).
How many bits of information does a 16 KB message contain?
(The answer is degree 2).
How many Kbits of information does a message of 2 to the power of 23 bytes contain?
(The answer is degree 2).
How many bytes of information does a 512 Gb message contain?
(The answer is degree 2).
How many bytes of information does a 0.25 KB message contain?
(The answer is one number).
Option 2
How many kilobytes of information does a message of 2 to the power of 21 bits contain?
(The answer is one number).
How many bits of information does an 8 GB message contain?
(The answer is degree 2).
(The answer is degree 2).
How many bytes of information does a 1 Mbit message contain?
(The answer is degree 2).
How many Mb of information does a 0.25 Gb message contain?
(The answer is one number).
Option 3
1. How many GB of information does a message with a volume of 2 to the power of 33 bits contain?
(The answer is one number).
2. How many bits of information does a 512 MB message contain?
(The answer is degree 2).
3. How many Mbits of information does a message with a volume of 2 to the power of 27 bytes contain?
(The answer is degree 2).
4. How many bytes of information does a 4096 Kb message contain?
(The answer is degree 2).
5. How many Kbytes of information does a 0.25 MB message contain?
(The answer is one number).
Option 4
1. How many MB of information contains a message of 2 to the power of 30 bits?
(The answer is one number).
2. How many bits of information does a 1024 KB message contain?
(The answer is degree 2).
3. How many Kbits of information does a message with a volume of 2 to 21 bytes contain?
(The answer is degree 2).
4. How many bytes of information does a 32 Gb message contain?
(The answer is degree 2).
5. How many bits of information does a 0.125 Kb message contain?
(The answer is one number).
Option 5
1. How many Kbytes of information does a message of 2 to the power of 24 bits contain?
(The answer is one number).
2. How many bits of information does a 32 GB message contain?
(The answer is degree 2).
3. How many Gbits of information does a message with a volume of 235 bytes contain?
(The answer is degree 2).
4. How many bytes of information does a 128 Mbit message contain?
(The answer is degree 2).
5. How many MB of information does a 0.125 GB message contain?
(The answer is one number).
Option 6
1. How many GB of information does a message with a volume of 2 to the 39th power of bits contain?
(The answer is one number).
2. How many bits of information does a 64 MB message contain?
(The answer is degree 2).
3. How many Mbits of information does a message with a volume of 2 to the power of 26 bytes contain?
(The answer is degree 2).
4. How many bytes of information does a 512 Kb message contain?
(The answer is degree 2).
5. How many Kb of information does a 0.125 Mb message contain?
(The answer is one number).
Option 7
1. How many MB of information does a message of 2 to the power of 33 bits contain?
(The answer is one number).
2. How many bits of information does a 8192 KB message contain?
(The answer is degree 2).
3. How many Kbits of information does a message of 2 to 18 bytes contain?
(The answer is degree 2).
4. How many bytes of information does a 16 Gb message contain?
(The answer is degree 2).
5. How many bytes of information does a 0.5 KB message contain?
(The answer is one number).
Option 8
1. How many Kbytes of information does a message with a volume of 2 to the 20th power of bits contain?
(The answer is one number).
2. How many bits of information does a 2 GB message contain?
(The answer is degree 2).
3. How many Gbits of information does a message with a volume of 2 to the 40th power of bytes contain?
(The answer is degree 2).
4. How many bytes of information does a message with a volume of 8192 Mb contain?
(The answer is degree 2).
5. How many Mb of information does a 0.5 Gb message contain?
(The answer is one number).
Option 9
1. How many GB of information contains a message of 2 to the power of 37 bits?
(The answer is one number).
2. How many bits of information does an 8 MB message contain?
(The answer is degree 2).
3. How many Mbits of information does a message with a volume of 2 to the 24th power of bytes contain?
(The answer is degree 2).
4. How many bytes of information does a 4 Kb message contain?
(The answer is degree 2).
5. How many KB of information does a 0.5 MB message contain?
(The answer is one number).
Option 10
How many MB of information contains a message of 2 to the power of 25 bits?
(The answer is one number).
How many bits of information does a 4096 KB message contain?
(The answer is degree 2).
How many Kbits of information does a message of 2 to the power of 24 bytes contain?
(The answer is degree 2).
How many bytes of information does a 64 Gb message contain?
(The answer is degree 2).
How many bits of information does a 0.25 Kb message contain?
(The answer is one number).
Option 11
How many kilobytes of information does a message of 2 to the power of 25 bits contain?
(The answer is one number).
How many bits of information does a 16 GB message contain?
(The answer is degree 2).
How many Gbits of information does a message with a volume of 2 to the 39th power of bytes contain?
(The answer is degree 2).
How many bytes of information does a 2 Mb message contain?
(The answer is degree 2).
How many MB of information does a 0.25 GB message contain?
(The answer is one number).
Option 12
1. How many GB of information does a message with a volume of 2 to the 34th power of bits contain?
(The answer is one number).
2. How many bits of information does a 4 MB message contain?
(The answer is degree 2).
3. How many Mbits of information does a message with a volume of 2 to the 36th power of bytes contain?
(The answer is degree 2).
4. How many bytes of information does a 2048 Kb message contain?
(The answer is degree 2).
5. How many Kb of information does a 0.25 Mb message contain?
(The answer is one number).
Option 13
1. How many MB of information does a message with a volume of 2 to the 26th power of bits contain?
(The answer is one number).
2. How many bits of information does a 128 KB message contain?
(The answer is degree 2).
3. How many Kbits of information does a message of 2 to the power of 15 bytes contain?
(The answer is degree 2).
4. How many bytes of information does a 128 Gb message contain?
(The answer is degree 2).
5. How many bytes of information does a 0.125 KB message contain?
(The answer is one number).
Option 14
1. How many Kbytes of information does a message with a volume of 2 to the power of 26 bits contain?
(The answer is one number).
2. How many bits of information does a 64 GB message contain?
(The answer is degree 2).
3. How many Gbits of information does a message with a volume of 2 to the 37th power of bytes contain?
(The answer is degree 2).
4. How many bytes of information does an 8 Mbit message contain?
(The answer is degree 2).
5. How many Mb of information does a 0.125 Gb message contain?
(The answer is one number).
Option 15
1. How many GB of information does a 2 to 38 bit message contain?
(The answer is one number).
2. How many bits of information does a 1024 MB message contain?
(The answer is degree 2).
3. How many Mbits of information does a message with a volume of 230 bytes contain?
(The answer is degree 2).
4. How many bytes of information does a 32 Kb message contain?
(The answer is degree 2).
5. How many KB of information does a 0.125 MB message contain?
(The answer is one number).
Option 16
1. How many MB of information does a message with a volume of 2 to the 29th power of bits contain?
(The answer is one number).
2. How many bits of information does a 2048 KB message contain?
(The answer is degree 2).
3. How many Kbits of information does a message with a volume of 2 to the power of 22 bytes contain?
(The answer is degree 2).
4. How many bytes of information does a 4 Gbit message contain?
(The answer is degree 2).
5. How many bits of information does a 0.5 Kb message contain?
(The answer is one number).
Option 17
1. How many Kbytes of information does a message of 2 to the power of 23 bits contain?
(The answer is one number).
2. How many bits of information does a 1 GB message contain?
(The answer is degree 2).
3. How many Gbits of information does a message with a volume of 2 to 38 bytes contain?
(The answer is degree 2).
4. How many bytes of information does a 16 Mbit message contain?
(The answer is degree 2).
5. How many MB of information does a 0.5 GB message contain?
(The answer is one number).
Option 18
1. How many GB of information does a message with a volume of 2 to the 36th power of bits contain?
(The answer is one number).
2. How many bits of information does a 128 MB message contain?
(The answer is degree 2).
3. How many Mbits of information does a message with a volume of 2 to the 23rd power of bytes contain?
(The answer is degree 2).
4. How many bytes of information does a 256 Kb message contain?
(The answer is degree 2).
5. How many Kb of information does a 0.5 Mb message contain?
(The answer is one number).
1
2
3
4
5
6
7
8
9
1
256
128
2048
1024
128
2
3
4
5
256
256
256
128
128
128
512
512
512
10
11
12
13
14
15
16
17
18
1
4096
8192
1024
2
3
4
5
256
256
256
128
128
128
512
512
512
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1 min British = 0.0160126656733981 drachma
Initial value
Converted value
cubic meter cubic kilometer cubic decimeter cubic centimeter cubic millimeter liter exalitre petalitr teraliter gigaliter megaliter kiloliter hectoliter decalitre deciliter centiliter milliliter microliter nanoliter picoliter femtoliter attoliter cc drop barrel (petroleum) barrel US barrel British gallon US pint US British quart US quart English glass American glass (metric) glass British ounce fluid US ounce fluid British tablespoon Amer. tablespoon (meter) tablespoon UK dessert spoon amer. dessert spoon Brit. teaspoon amer. metric teaspoon teaspoon Brit. gill, gill american gill, gill british minim american minim british cubic mile cubic yard cubic foot cubic inch reg ton 100 cubic feet 100 cu. foot drachma cor (biblical unit) homer (biblical unit) baht (biblical unit) gyn (biblical unit) cab (biblical unit) log (biblical unit) glass (Spanish) volume of the Earth Planck volume cubic astronomical unit cubic parsec cubic kiloparsec cubic megaparsec cubic gigaparsec barrel bucket shtof quarter wine bottle vodka bottle glass cup shkalik
Electric potential and voltage
Learn more about volume and units of measurement in recipes
General information
Volume is the space occupied by a substance or object. Also, the volume can denote the free space inside the container. Volume is a three-dimensional quantity, unlike, for example, length, which is two-dimensional. Therefore, the volume of flat or two-dimensional objects is zero.
Volume units
Cubic meter
The SI unit for volume is the cubic meter. The standard definition of one cubic meter is the volume of a cube with edges one meter long. Derived units such as cubic centimeters are also widely used.
Liter
The liter is one of the most commonly used units in the metric system. It is equal to the volume of a cube with edges 10 cm long:
1 liter = 10 cm × 10 cm × 10 cm = 1000 cubic centimeters
It's like 0.001 cubic meters. The mass of one liter of water at 4°C is approximately equal to one kilogram. Often milliliters are also used, equal to one cubic centimeter or 1/1000 of a liter. A milliliter is usually referred to as ml.
jill
Gills are units of volume used in the United States to measure alcoholic beverages. One gill is five fluid ounces in the British imperial system, or four in the US. One American jill is equal to a quarter pint or half a cup. In Irish pubs, strong drinks are served in portions of a quarter of a jill, or 35.5 milliliters. The Scottish portions are smaller - one-fifth of a jill, or 28.4 milliliters. In England, until recently, servings were even smaller, only one-sixth of a jill or 23.7 milliliters. Now, it's 25 or 35 milliliters, depending on the rules of the institution. The hosts can decide for themselves which of the two servings to serve.
AMD
Dram, or drachma - a measure of volume, mass, as well as a coin. In the past, this measure was used in the pharmacy business and was equal to one teaspoon. Later, the standard volume of a teaspoon changed, and one spoon became equal to 1 and 1/3 drachmas.
Volumes in cooking
Liquids in cooking recipes are usually measured by volume. Bulk and dry products in the metric system, on the contrary, are measured by weight.
Tea spoon
The volume of a teaspoon is different in different measurement systems. Initially, one teaspoon was a quarter of a tablespoon, then one third. It is the latter volume that is now used in the American system of measurement. This is approximately 4.93 milliliters. In American dietetics, the size of a teaspoon is 5 milliliters. In the UK it is common practice to use 5.9 milliliters, but some dietary guides and cookbooks use 5 milliliters. The volume of a teaspoon used in cooking is usually standardized in each country, but different sizes of spoons are used for eating.
Tablespoon
The volume of a tablespoon also varies depending on geographical region. So, for example, in America, one tablespoon is three teaspoons, half an ounce, about 14.7 milliliters, or 1/16 of an American cup. Tablespoons in the UK, Canada, Japan, South Africa and New Zealand also contain three teaspoons. So, a metric tablespoon is 15 milliliters. A British tablespoon is 17.7 milliliters if a teaspoon is 5.9, and 15 if a teaspoon is 5 milliliters. Australian tablespoon - ⅔ ounce, 4 teaspoons, or 20 milliliters.
A cup
As a measure of volume, a cup is not as strictly defined as spoons. The volume of the cup can vary from 200 to 250 milliliters. A metric cup is 250 milliliters, while an American cup is slightly smaller, about 236.6 milliliters. In American dietetics, the volume of a cup is 240 milliliters. In Japan, cups are even smaller - only 200 milliliters.
Quarts and gallons
Gallons and quarts also have different sizes, depending on the geographic region where they are used. In the imperial system of measurement, one gallon is equal to 4.55 liters, and in the American system of measurements - 3.79 liters. Fuel is generally measured in gallons. A quart is equal to a quarter of a gallon and, respectively, 1.1 liters in the American system, and approximately 1.14 liters in the imperial system.
Pint
Pints are used to measure beer even in countries where pints are not used to measure other liquids. In the UK, pints are used to measure milk and cider. A pint is equal to one eighth of a gallon. Some other countries in the Commonwealth and Europe also use pints, but since they depend on the definition of the gallon, and the gallon has a different volume depending on the country, pints are also not the same everywhere. An imperial pint is approximately 568.2 milliliters, while an American pint is 473.2 milliliters.
Fluid ounce
An imperial ounce is approximately equal to 0.96 US ounce. Thus, an imperial ounce contains approximately 28.4 milliliters, and an American ounce contains 29.6 milliliters. One US ounce is also approximately equal to six teaspoons, two tablespoons, and one eighth cup.
Volume calculation
Liquid displacement method
The volume of an object can be calculated using the liquid displacement method. To do this, it is lowered into a liquid of a known volume, a new volume is geometrically calculated or measured, and the difference between these two values is the volume of the measured object. For example, if, when an object is lowered into a cup with one liter of water, the volume of liquid increases to two liters, then the volume of the object is one liter. In this way, only the volume of objects that do not absorb liquid can be calculated.
Formulas for calculating volume
Volume geometric shapes can be calculated using the following formulas:
Prism: the product of the area of the base of the prism and the height.
Rectangular parallelepiped: product of length, width and height.
Cube: edge length to the third power.
Ellipsoid: product of semiaxes and 4/3π.
Pyramid: one third of the product of the area of the base of the pyramid and the height. Post a question to TCTerms and within a few minutes you will receive an answer.
Test in 7th grade
Place of work: GBOU secondary school with. Krivoluchye - Ivanovka. Krasnoarmeisky district, Samara region
The test is designed for 5-10 minutes. in the end school year for 7th grade students. The test is given in order to check the strength of students' mastery of knowledge about names physical quantities, their designation and units of measurement in the international SI number system.
Physics test 7
Physical quantities, their designations and units of measurement in SI
Option 1
1. What letter denotes speed?
3. What letter denotes the density of a substance?
4. In what units is it measured acceleration free fall ?
5. What letter represents time?
A) V; B) v; B) T; D) t; E) s.
A) H (Newton); B) m (Meter); C) J (Joule); D) Pa (Pascal); D) kg (Kilogram).
7. What letter denotes strength?
8. In what units is body weight measured in the international SI system?
11. What letter denotes the height?
12. In what units in the international SI system is work measured?
ASSESSMENT
Physics test 7
Physical quantities, their designations and units of measurement in SI
Option 2
1. In what units is body weight measured in the international SI system?
A) kg (Kilogram); B) N (Newton); C) g (Gram); D) t (Ton); E) c (Centre).
2. In what units in the international SI system is pressure measured?
A) H (Newton); B) m (Meter); C) J (Joule); D) Pa (Pascal); D) kg (Kilogram).
3. In what units is it measured acceleration of gravity?
A) Pa (Pascal); B) N (Newton); C) J (Joule); D) kg / m³ (Kilogram / meter cubed); E) N/kg (Newton/kilogram).
4. What letter denotes time?
A) V; B) v; B) T; D) t; E) s.
5. In what units in the international SI system is work measured?
A) Pa (Pascal); B) N (Newton); C) J (Joule); D) W (Watt); E) N m (Newton meter).
6. In what units in the international number system SI is the path measured?
A) H (Newton); B) m (Meter); C) J (Joule); D) Pa (Pascal); D) kg (Kilogram).
7. What letter denotes speed?
A) V; B) v; B) T; D) t; E) s.
8. What letter denotes the volume of the body?
A) t; B) v; B) T; D) V ; E) s.
9. What letter denotes the density of a substance?
A) ρ; B) v; B) R; D) m; E) g.
10. In what units is the area measured in the international SI system?
A) ha (hectare); B) m (Meter); C) J (Joule); D) m² (meter squared); D) N (Newton).
11. What letter denotes strength?
A) f; B) F; B) R; D) N; D) h.
12. What letter denotes the height?
A) H; B) L; B) h; D) a; D) b.
ASSESSMENT
Every 2 correct answers gives 1 point.
"5" - 10 right. answers and more; "4" - 8-9 rights. answers; "3" - 6-7 rights. answers;
"2" - 4-5 rights. answers; "1" - 2-3 right. response.
Physics test 7
Physical quantities, their designations and units of measurement in SI
Option 3
1. What is the letter for pressure?
A) r; B) v; B) T; D) t; E) s.
2. In what units in the international number system SI is speed measured?
3. What letter denotes the power of Archimedes?
A) F A
4. What is equal acceleration of gravity?
5. What letter denotes the mass?
6. In what units in the international SI system is power measured?
A) f; B) F; B) R; D) N; D) h.
8. In what units is measured in the international number system support reaction force body?
A) kg (Kilogram); B) N (Newton); C) g (Gram); D) t (Ton); E) c (Centre).
9. What letter denotes the volume of the body?
A) t; B) v; B) T; D) V ; E) s.
10. What multiplier does the prefix kilo... mean?
11. What letter denotes the length?
A) H; B) L; B) h; D) a; D) l.
12. What multiplier does the prefix milli... mean?
A) 10); B) 100; C) 1000; D) 0.001; D) 0.01
ASSESSMENT
Every 2 correct answers gives 1 point.
"5" - 10 right. answers and more; "4" - 8-9 rights. answers; "3" - 6-7 rights. answers;
"2" - 4-5 rights. answers; "1" - 2-3 right. response.
Physics test 7
Physical quantities, their designations and units of measurement in SI
Option 4
1. What letter denotes the volume of the body?
A) t; B) v; B) T; D) V ; E) s.
2. What letter denotes the power of Archimedes?
A) F A; B) F; B) A; D) Fa; E) F t.
3. What multiplier means the prefix centi...?
A) 10); B) 100; C) 1000; D) 0.001; D) 0.01
4. What is equal acceleration of gravity?
A) 10; B) 1000; B) 1030; D) 100; D) 0.1.
5. What multiplier does the prefix kilo... mean?
6. What letter denotes the mass?
A) m; B) v; B) T; D) t; E) s.
7. What letter denotes depth?
A) f; B) F; B) R; D) N; D) h.
8. In what units in the international number system SI is speed measured?
A) km/h (Kilometer per hour); B) m (Meter); C) J (Joule); D) Pa (Pascal); D) m/s (meter per second).
9. What multiplier does the prefix mega ... mean?
A) 1000000; B) 100; C) 1000; D) 0.000001; D) 0.0001
10. What letter denotes pressure?
A) t; B) v; B) T; D) r; E) s.
11. In what units in the international SI system is power measured?
A) H (Newton); B) m (Meter); C) J (Joule); D) Pa (Pascal); E) W (Watts).
12. What multiplier does the prefix hecto ... mean?
A) 10); B) 100; C) 1000; D) 0.001; D) 0.01
ASSESSMENT
Every 2 correct answers gives 1 point.
"5" - 10 right. answers and more; "4" - 8-9 rights. answers; "3" - 6-7 rights. answers;
"2" - 4-5 rights. answers; "1" - 2-3 right. response.