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GROUP ACTIVITY. PROBLEM SOLVING. C. Number 1. The volume of a rectangular prism is 2,880 cm³. if the area of the base is 320 cm², what is the height of the rectangular prism?. C. Number 2.

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PROBLEM SOLVING

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Problem solving

  • GROUP ACTIVITY

PROBLEM SOLVING

Created by Mr. S. Gier


Problem solving

C. Number 1

The volume of a rectangular prism is 2,880 cm³. if the area of the base is 320 cm², what is the height of the rectangular prism?

Created by Mr. S. Gier


Problem solving

C. Number 2

A cylindrical water tank has a volume of 16,880 dm³. find the radius of a water tank if its height is 42 dm.

www.samgierlessons.wikispaces.com

Created by Mr. S. Gier


Problem solving

C. Number 3

The edge of a cube is 32 cm. What is the volume of a cube?

Created by Mr. S. Gier


Problem solving

c. Number 4

A rectangular pool measures 16 dm by 14 dm and 8 dm. What is the volume of water in the pool?


Problem solving

C. Number 5

Find the volume of a sphere whose diameter is 14 m.


Problem solving

C. Number 6

The volume of a cone is 128.22 cm³. Find the height of the cone if the diameter is 7 cm.

Created by Mr. S. Gier


Problem solving

C. Number 7

A base edge of a square pyramid is 12 m. What is the height of the pyramid if the volume is 4,608 m³?

PYRAMID

Created by Mr. S. Gier


Problem solving

C. Number 8

A refinery gas tank is a cylindrical shape whose radius is 8 m and a height of 25 m. Find the volume of the gas tank.

Created by Mr. S. Gier


Problem solving

C. Number 9

The floor area of audio visual room is 112 sq. M and a volume of 672 cubic meter. What is the height of the audio visual room?

Created by Mr. S. Gier


Problem solving

C. Number 10

Find the edge of a cube whose volume is 2,744 cm³

Created by Mr. S. Gier


Problem solving

Answers


Problem solving

  • 3 POINTS

  • -correct formula

  • correct solution

  • correct answer

RUBRICS SCORING

  • 2 POINTS

  • -correct formula

  • correct solution

  • WRONG answer

  • 1 POINT

  • -correct formula

  • WRONG solution

  • WRONG answer


Problem solving

Number 1

V= Bh

2,880 cm³ = 320 cm²h

9 cm = h

The volume of a rectangular prism is 2,880 cm³. if the area of the base is 320 cm², what is the height of the rectangular prism?

Rectangular prism

Created by Mr. S. Gier


Problem solving

Number 2

A cylindrical water tank has a volume of 16,880 dm³. find the radius of a water tank if its height is 42 dm.

V= r²h

16,800dm³=r²(42dm)

400 dm²= r²

20 dm= r

Cylinder

Created by Mr. S. Gier


Problem solving

Number 3

The edge of a cube is 32 cm. What is the volume of a cube?

V= s³

= (32 cm)³

V= 32,768 cm³

Created by Mr. S. Gier


Problem solving

Number 4

V= lwh

= (16 dm)(14 dm)(8 dm)

V = 1792 dm³

A rectangular pool measures 16 dm by 14 dm and 8 dm. What is the volume of water in the pool?

Rectangular prism

Created by Mr. S. Gier


Problem solving

Number 5

V= r³

=(3.14)(7 m)³

= (3.14)(343 m³)

V = 1,436.03 m³

Find the volume of a sphere whose diameter is 14 cm.

Created by Mr. S. Gier


Problem solving

Number 6

V= ⅓r²h

128.22 cm³ =⅓(3.14)(3.5cm)²h

128.22 cm³ = ⅓(3.14)(12.25 cm²)h

128.22 cm³ = 12.82cm²h

10 cm = h

The volume of a cone is 128.22 cm³. Find the height of the cone if the diameter is 7 cm.

Created by Mr. S. Gier


Problem solving

Number 7

V= ⅓s²h

4,608 m³= ⅓(12 m)²h

4,608 m³= ⅓(144 m²)h

4,608 m³=48 m²h

96 m = h

A base edge of a square pyramid is 12 m. What is the height of the pyramid if the volume is 4,608 m³?

Created by Mr. S. Gier


Problem solving

Number 8

V= ⅓r²h

=⅓ (8 cm)²(25 m)

= ⅓(64 m²)(25 m)

V= 533.3321 m³

V= 1674.67 m³

A refinery gas tank is a cylindrical shape whose radius is 8 m and a height of 25 m. Find the volume of the gas tank.

Created by Mr. S. Gier


Problem solving

Number 9

V= Bh

672 m³ = (112 m²) H

h = 6 m

The floor area of audio visual room is 112 sq. M and a volume of 672 cubic meter. What is the height of the audio visual room?

Rectangular prism


Problem solving

Number 10

Find the edge of a cube whose volume is 2,744 cm³

V= s³

2,744 cm³ = s³

14 cm = s

Created by Mr. S. Gier


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