Question

Question 13First drop down answer choices: A. 36πB. 12πC. 48πSecond drop down answer choices A. 5 B.4C. 7.2

Answer 1

a) Volume of the cone = 12π (option B)

b) The length of the segment drawn from the apex to the edge of the circular base is the height of the cone is 4 units (option B)

Step-by-step explanation:

a) diameter = 6 units

diameter = 2(radius)

radius = diameter/2 = 6/2

radius = 3

height = 4 units

Volume of a cone is given as:

`V\text{ = }(1)/(3)\pi r^2h`
`\begin{gathered} \text{substitute the values} \\ V\text{ = }(1)/(3)*\pi*3^2*4 \\ Volume\text{ of the cone = 12}\pi\text{ cubic units (option B)} \end{gathered}`

b) The length of the segment drawn from the apex to the edge of the circular base is the height of the cone.

Height of the cone is 4

The length of the segment drawn from the apex to the edge of the circular base is the height of the cone is 4 units (option B)