Question

volume of pyramids and cone ..i need help!

Answer 1

okie

Answer 2

noted.

Answer 3

both are 1/3 times the base length times the height

Answer 4

@Jhannybean

Answer 5

can you help ? @Jhannybean

Answer 6

Volume o pyramid: \(\sf V=\dfrac{lwh}{3}\)

Volume of cone: \(\sf V=\pi r^2\dfrac{h}{3}\)

Answer 7

what does this formula apply to

Answer 8

to both of your diagrams

Answer 9

what about this one

Answer 10

I am not sure what you are looking for, for this one. Volume of rectangular pyramid?

Answer 11

volume of a square pyramid

Answer 12

Volume of square pyramid: \(\sf V = a^2\cdot \dfrac{h}{3}\)

Answer 13

Where \(a\) is one side of the base.

Answer 14

so 24^2*20\3?

Answer 15

Which are you solving for, can you specify?

Answer 16

Find the volume of the square pyramid shown. If necessary, round to the nearest tenth.

thats what it said

Answer 17

and i keep getting 3840 but its not an answer choice

Answer 18

Ok, I was wondering why you also asked for the cone and the other, confused me.

Answer 19

So for the square pyramid: \(\sf V = a^2\cdot \dfrac{h}{3}~,~\)\(a=24 \) We need to figure out our height.

Answer 20

the height is 20

Answer 21

\[h = \sqrt{(20)^2 - (12)^2}\]

Answer 22

where did the 12 come from ? just curious

Answer 23

Ok.

Answer 24

Do you see how it is 12 now?

Answer 25

ohhhh ok i get it ,yes