Question

Can someone check if this is correct?

Answer 1

I got the same answer

Answer 2

150.8in^3

Answer 3

So I'm right or wrong? ^

Answer 4

M wrong :/

Answer 5

but you are very close

Answer 6

how's you get 150.8 can you explain?

Answer 7

yes

Answer 8

\[\frac{ 1 }{ 3}(3.14)(4)^2(9)\]
\[\frac{ 1 }{ 3 }(3.14)(16)(9)\]
\[\frac{ 1 }{ 3 }(3.14)144\]
\[\frac{ 1 }{ 3}(452.16)\]
\[150.72\]
when divided by 3

Answer 9

Idk how to explain it without taking forever but trust me its technically 150.79644737231007 but if you round it you come out with 180

Answer 10

i mean 150.8

Answer 11

V=πr^2h/3 this is the formula
I plugged in 4 & 9
3.14 multiplied 4^2 and got 50.24
then divded 9/3 and got 3
multiply 50.24 by 3 and get 150.72

Answer 12

@Mertsj check if i was right plz

Answer 13

ebmail me lol i mean messenge w

Answer 14

webmail* i am so mixed up with words right now lol

Answer 15

It doesnt tell what ones i got wrong lol

Answer 16

lol oh my does your teacher correct it?

Answer 17

no it just tells me my score

Answer 18

Is volume cubed ? lol

Answer 19

its says i have to enter it without decimals and use pie in my answer

Answer 20

yeah i went there and plugged it in but i still have to answer it without decimals and use pie

Answer 21

@mathmath333 help plz

Answer 22

im confused

Answer 23

Yea me too :/ just go with what @KlOwNlOvE said

Answer 24

its still not the right way for me to put my answer

Answer 25

not saying it was wrong cuz it could possibly be right but personally i wont trust online calculators unless it shows it steps on calculation

Answer 26

Whats it asking for

Answer 27

-.-

Answer 28

to use pie in my answer and no decimals

Answer 29

another way to write without decimal and pi could be 4^2=16 times 9= 144 divided by 3= 3.13)

Answer 30

48(3.14)

Answer 31

or\[48\pi\]

Answer 32

ill just use that.

Answer 33

It seems like it's asking for that wouldn't know how to write it any other way without decimals and using pi sorry if it isn't right

Answer 34

oh no its completely fine better then any of my guesses

Answer 35

it should be \(48 \pi\)

Answer 36

48pie^3?

Answer 37

@mathmath333

Answer 38

in^3 *

Answer 39

yes as the \(\pi\) and \(in^3\) is already given the number \(\bf 48\) should be able to fit in the box

Answer 40

\[48\pi ^{3}\]

Answer 41

no not \(\bf \pi^3\) the cube is to be represented in unit inch as already given
\(\bf in^3\)