Free Printable 2R chapter 6 2nd attempt

Worksheets

2R chapter 6 2nd attempt

Total questions: 30

Worksheet time: 3600secs

Name

Class

Date

Find the volume of the figure. Round to the nearest whole number.

1,944 cm³

108 cm³

972 cm³

216 cm³

Find the surface area of this figure.

148 cm²

120 cm²

74 cm²

30 cm²

Find the Volume of this triangular prism.

960 cm³

240 cm³

960 cm ²

1920 cm³

Julie uses a tent like the one shown to go camping with friends. The tent is 210 cm tall, 150 cm wide and 400 cm long. Calculate the volume of the tent.

12 600 000 cm³

8 400 000 cm³

6 300 000 cm³

150 000 cm³

Find the surface area of the rectangular prism.

94 $cm^2$

60 $cm^2$

12 $cm^2$

19 $cm^2$

What is the surface area of the cylinder to the nearest square inch? Use π = $\frac{22}{7}$ )

625 $in^2$

1301 $in^2$

1046 $in^2$

414 $in^2$

Find the volume of the solid shown in the figure? Use π = 3.142. Round up your answer in whole number.

7230

6621

1131

907

Find the volume. Give answer in 2 decimal places. use π = 3.142.

12.59 ft³

37.68 ft³

18.84 ft³

6.28 ft³

Find the surface area of this cone.

65π ft.²

60π ft.²

90π ft.²

130π ft.²

10.

^{_{Find the Surface Area}}

15m²

16m²

18m²

20m²

11.

Find the volume.

147

588

294

12.

Find the Surface Area of the cylinder. Given answer in 1 decimal place. Use π = 3.142.

3015.9 cm²

1156.3 cm²

578.1 cm²

779.1 cm²

13.

What is the volume for this diagram?

150 cm³

65 cm³

300 cm³

225 cm³

14.

What is the volume of this composite figure? (Use π = $\frac{22}{7}$ ) and given your answer in 2 decimal places.

4825.52 ft³

1206.86 ft³

1260.86 ft³

225.52 ft³

15.

Calculate the surface area of the cone in cm^2

314

330

385

430

16.

Given the cross section of the prism is an isosceles triangle, please do calculate the surface area, in cm^2 of the prism

1060

1240

1140

1280

17.

Calculate the surface area, in cm^2 of the cylinder

1144

1206

1314

1404

18.

Diagram shows a pyramid with a square base.

Calculate its surface area in cm^2 of the pyramid

306

340

380

420

19.

If the total surface area of the hemisphere is 462 cm^2, please find out the value of r

3.5

7.0

10.5

14.0

20.

Given the volume of the prism is 598 cm^3, calculate the value of h.

21.

Given the volume of pyramid is 192 cm^3, calculate the value of x

22.

Given the volume of cone is 1232 cm^3, calculate the value of x

23.

If 6930 cm^3 of water is transferred into the tank, calculate the height, in cm of the water level

24.

Diagram shows the arrangement of a few marbles of the same size on a horizontal plane.

Given that the volume of a marble is $36\pi$ cm^3, calculate the distance of PQ in cm

25.

Given that the volume of the hemisphere is $56\ \frac{4}{7}cm^3$ , calculate the value of r.

26.

One face of a cube has area of 25 cm^2 . What is its volume? (No need to write unit for final answer)

(a)

27.

A cylinder open at the top with a height twice the radius of the base, is filled with water 3 quarter full. 539 ml water is needed to fill up the cylinder. Calculate the surface area of the cylinder, in cm^3 (use $\pi=\frac{22}{7}$ , 1 ml = 1 cm^3)

(a)

28.

Total surface area of a cylinder is 297 cm^2. Given that the area of its curved surface is 220 cm^2.

Find the radius of the cylinder in 1 decimal (no need put unit)

(a)

29.

A barrel contains 36l of mineral water. ⅔ of the mineral water is mixed with 6 bottles of syrup, with a volume of 1.5l each. The drink will be poured into a number of bottles with the same volume of 300ml.

How many number of bottles needed?

(a)

30.

A spherical balloon expands such that its volume increases from $36\pi cm^3$ to $288\pi cm^3$ . Find the increase of the radius of the balloon.

(a)

100 %

2R chapter 6 2nd attempt

Total questions: 30

Worksheet time: 3600secs

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