Question

A. Use the formula to find the volume of each prism below. Write your answer on the sheet (answer sheet). 1. 4 cm 5 cm 3 cm 2. 9 cm 3cm 2 cm 3. 7m 6 m B. Solve the following problems by drawing the figure, identifying its dimention and using formula of volume. Write your answer on the separate sheet (answer sheet). 4. A gift box is in the shape of rectangular prism. It is 12 cm long, 5 cm wide and 2 cm high. What is the volume of the gift box? 5. The length of the reactangular prism is 5 m, the width is 4 m and the height is 6 m. What volume? Remember > Volume is the amount of space a solid figures occupies. > Solid figures are three-dimensional objects. > Capacity is almost same as volume. It is the maximum amount that something can contain. o The container that can be filled up the spaces to occupy of a figure is capacity. o The object that filled up the spaces of the container is called Non-Standard Unit. > Non-standard units can be used to measure the volume or capacity of a solid

          A. Use the formula to find the volume of each prism below. Write your answer on the sheet (answer sheet).

1.
4 cm
5 cm
3 cm

2.
9 cm
3cm
2 cm

3.
7m
6 m

B. Solve the following problems by drawing the figure, identifying its dimention and using formula of volume. Write your answer on the separate sheet (answer sheet).

4. A gift box is in the shape of rectangular prism. It is 12 cm long, 5 cm wide and 2 cm high. What is the volume of the gift box?

5. The length of the reactangular prism is 5 m, the width is 4 m and the height is 6 m. What volume?

Remember

> Volume is the amount of space a solid figures occupies.
> Solid figures are three-dimensional objects.
> Capacity is almost same as volume. It is the maximum amount that something can contain.
o The container that can be filled up the spaces to occupy of a figure is capacity.
o The object that filled up the spaces of the container is called Non-Standard Unit.
> Non-standard units can be used to measure the volume or capacity of a solid

Show more…

A. Use the formula to find the volume of each prism below. Write your answer on the sheet (answer sheet).

1.
4 cm
5 cm
3 cm

2.
9 cm
3cm
2 cm

3.
7m
6 m

B. Solve the following problems by drawing the figure, identifying its dimention and using formula of volume. Write your answer on the separate sheet (answer sheet).

4. A gift box is in the shape of rectangular prism. It is 12 cm long, 5 cm wide and 2 cm high. What is the volume of the gift box?

5. The length of the reactangular prism is 5 m, the width is 4 m and the height is 6 m. What volume?

Remember

> Volume is the amount of space a solid figures occupies.
> Solid figures are three-dimensional objects.
> Capacity is almost same as volume. It is the maximum amount that something can contain.
o The container that can be filled up the spaces to occupy of a figure is capacity.
o The object that filled up the spaces of the container is called Non-Standard Unit.
> Non-standard units can be used to measure the volume or capacity of a solid

Added by Cassandra G.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

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Solved by Expert Elizabeth Waters

05/23/2022

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A. Use the formula to find the volume of each prism below. Write your answer on the separate sheet (answer sheet). 1. 2. 3. 4 cm 9 cm 7 m 3 cm 5 cm 3 cm 2 cm 6 m B. Solve the following problems by drawing the figure, identifying its dimension and using the formula of volume. Write your answer on the separate sheet (answer sheet). 4. A gift box is in the shape of a rectangular prism. It is 12 cm long, 5 cm wide, and 2 cm high. What is the volume of the gift box? 5. The length of the rectangular prism is 5 m, the width is 4 m, and the height is 6 m. What is its volume? Remember: Volume is the amount of space solid figures occupy. Solid figures are three-dimensional objects. Capacity is almost the same as volume. It is the maximum amount that something can contain. The container that can be filled up with the spaces occupied by a figure is capacity. The object that fills up the spaces of the container is called a Non-Standard Unit. Non-standard units can be used to measure the volume or capacity of a solid.

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Transcript

00:01 So this assignment has to do with using the formula for the volume of a rectangular prism.

00:06 The volume of a rectangular prism is the length times the width times the height.

00:10 And they give us several questions where they actually give us a picture and ask us to find the volume.

00:15 So the first question asks us to find the volume of a rectangular prism that has a length of five centimeters, a width of three centimeters, and a height of four centimeters.

00:27 So five by three by four.

00:30 And when i multiply those together, i get 60 centimeters cubed.

00:37 The second question gives us a prism with a length of three, a width of two, and a height of nine.

00:43 So three times two times nine.

00:45 And when i multiply those together, i get 54 cubic centimeters.

00:52 The third question gives us a prism, but in the picture, i think it's cut off a little bit.

00:57 They tell us that the width or the length is six meters and the height is seven meters, but they don't give us a width.

01:03 So again, using the same idea, if i did six by seven, and then let's just use w for width, that would be 42 w meters cubed.

01:14 And i don't think this was intentional.

01:15 I think it was an accident that it was cut off.

01:17 So let's say that just to give an example of what we would do, let's say that our width is five.

01:23 So it would be six times seven times five.

01:26 So 42 times five is 10, 20, 130.

01:31 Nope, i think i did that wrong.

01:36 So two times five is zero carry the one, 20 plus one, 210.

01:43 42 times five...

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