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@dude
Ah we have the diameter here, but we know that the radius is half the diameter \(\large{r=\frac d2}\)
Solve for R?
Yeah, divide the diameter by 2 to get the radius
r=2d?
I really don't know how one divides by letters XD
substitute values :P We know the diameter \(\large {r=\frac 82}\)
I should've explained what the variables meant, sorry
How did you know it was 8?

Ohhhh
r=4
Right, so now we use the volume of a sphere formula \(\large{V=\frac 43 \pi r^3}\\ V=\frac 43 \pi 4^3\)
Sure, but you have to simplify further as there are no answers in terms of pi
Remember to use 3.14 as pi \(\large {\frac{256\cdot 3.14}{3}}\)
267.9466666667
Thats what I got
I must've made a mistake
No, it looks right You have to round to the nearest hundreths place
267.95
Yep, that is your answer
Okie dokie, just 2 more left
heh okay, make new posts for them
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