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Classify the shapes based on their volumes.
a cone with a radius of 12 units
and a height of 6 units,
a cylinder with a diameter of 12 units
and a height of 27 units,
a sphere with a diameter of 12 units,
a cylinder with a diameter of 8 units
and a height of 18 units,
a sphere with a radius of 9 units,
a cone with a diameter of 18 units
and a height of 36 units

Classify the shapes based on their volumes a cone with a radius of 12 units and a height of 6 units a cylinder with a diameter of 12 units and a height of 27 un class=
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Answer:

1.  volume of cone = 288π cube units

2.  volume of cylinder = 972π cube units

3.  volume of sphere = 288π cube units

4.  volume of cylinder = 288π cube units

5.  volume of sphere = 972π cube units

6.  volume of cone = 972π cube units

Step-by-step explanation:

1.  Radius of cone (r) = 12units

height of cone(h)  = 6units

volume of cone = π/3r²h  

=Ï€/3.12.12.6

=Ï€.12.12.2

=288Ï€ cube units

2.  diameter of cylinder(d) = 12units

radius of cylinder (r) = 6units

height of cylinder (h) = 27 units

volume of cylinder = πr²h

= π.6.6.27

= 972Ï€ cube units

3.   diameter of sphere = 12 units

radius of sphere = 6 units

volume of sphere = 4π/3.r³

= 4Ï€.2.6.6

= 288Ï€ cube units

4.  diameter of cylinder (d) = 8 units

radius of cylinder (r) = 4 units

height of cylinder(h) = 18units

volume of cylinder = πr²h

= π.4.4.18

= 288Ï€ cube units

5.   radius of sphere(r) = 9 units

volume of sphere = 4π/3.r³

= 4Ï€/3.9.9.9

= 4Ï€.3.9.9

= 972Ï€ cube units

6.  diameter of cone (d) = 18 units

radius of cone (r) = 9 units

height of cone (h) = 36 units

volume of cone = π/3.r².h

= π/3.9.9.36

= π.3.9.36

=972Ï€ cube units

tannerking59

Answer:

1. volume of cone = 288Ï€ cube units

2. volume of cylinder = 972Ï€ cube units

3. volume of sphere = 288Ï€ cube units

4. volume of cylinder = 288Ï€ cube units

5. volume of sphere = 972Ï€ cube units

6. volume of cone = 972Ï€ cube units

Step-by-step explanation:

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