Question

im stuck

Answer 1

its very simple

Answer 2

radius=diameter/2
vol v=(1/3)pi*r*r*h
where r is radius

Answer 3

\[V=\frac{ 1 }{ 3 }(\pi)*8^2*17\]
right?

Answer 4

Right, plug in the numbers on your calculator!

Answer 5

no first find h with the help of slant height

Answer 6

@agent0smith

Answer 7

Use pythag to find h first. Notice the right triangle, r, h, and 17.

Answer 8

i dont get it

Answer 9

i know the radius is 8

Answer 10

use Pythagoras theorem in triangle BDE

Answer 11

Look at the diagram, the radius (which you have), h, and 17 make a right triangle

Answer 12

So use that to find h.

Answer 13

\[8^2+B^2=17^2\] this is what it should look like right?

Answer 14

b being H

Answer 15

correct

Answer 16

Yes, once you solve for h, THEN you can use the formula for the volume

Answer 17

289=17^2
64=64
\[289-64=225\]
\[\sqrt{225}=15\]
H=15
right?

Answer 18

Yes, now find the volume

Answer 19

\[V=\frac{ 1 }{ 3 }*\pi*8^2*15\]
\[V=\frac{ 1 }{ 3 }*\pi*64*15\]
\[V=\frac{ 1 }{ 3 }*\pi*960\]
\[V=1/3*3015.92\]
\[V=1005.30\]

Answer 20

i did something wrong, my answer isn't a choice

Answer 21

It's reeeeeeally close though lol.... they did say to use 3.14 for pi ;)

Answer 22

ha i see what i did wrong lol

Answer 23

\[V=\frac{ 1 }{ 3 }*3014.4\]
\[V=1004.8\]

Answer 24

*pat my back* lol XP

Answer 25

thx smith ^-^

Answer 26

*pats you on the back*

make a new question

Answer 27

you sound like a moderator lol >.<

Answer 28

do you still need help?

Answer 29

Questions get too long and this is completely unrelated to the first one :P