hlp
@DanJS
The formula for volume of a sphere is \[V = \frac{ 4 }{ 3 }\pi r^{3}\] In this problem you are given the diameter bur volume of a sphere require a radius. d=2r. That means a diameter is twice the length of a a radius. r = d/2. Once you find what r is then plug that into the volume of a sphere and you will get your answer.
@snowsurf gave you the formula for volume of a sphere. I know you said that you don't get it, what do you not get?
how to plug it in
the diameter is r*2, so to get r, you need to do d/2
so 18/2
yes
so r = 9, now put 9 into the formula in place of r
18/2^9
18/2^9???
idk
what is 18/2?
6
how do you get 6?
srry 9
Okay. r =9 like you got.
Now you can plug that into the volume of a sphere I gave you
thx u to both of yall I gave both of yall a medal this is to hard and I hve no clue wht so ever how to plug in the numbers
So \[r =9\] the volume of a sphere is \[V = \frac{ 4 }{ 3 }\pi r ^{3} \] Since you know the radius is 9 you can substitute that into the formula.\[V=\frac{ 4 }{ 3 }\pi 9^{3}\] The rest just simplifying the result.
can send e an online calcutor
3053.63 in^3
That is the correct answer.
they send they want want exact so
To get the exact don't compute pi with it.
yes maybe round o something like tht
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