Solve the formula for h. (Formula below)
\[S = 2 \pi rh + 2 \pi r ^{2}\]
Hey rmaker, I hope I'm not just doing your homework for you! You should treat the other variables like they are numbers, and then solve like you're doing algebra. S = 2pi * r * h + 2pi * r^2 Subtract the term that doesn't have h in it from both sides S - 2pi*r^2 = 2pi * r * h Divide away everything that isn't h from both sides (S - 2pi*r^2)/(2pi * r) = h
@cholo71796 you are a godsend. (actually you are helping me with my homework. I haven't ate anything since lunch so my brain doesn't work that well.)
Eating is important! I hope my explanations are making sense though and you're not just writing down my answers!
not my specialty
@cholo71796 well, i'm doing both. Thanks for all the help!!
@cholo71796 sorry, last question. would the simplified form of (S - 2pi*r^2)/(2pi * r) = h be S - pi * r = h?
No, the simplified form is (S - 2pi*r^2)/(2pi * r) = h
can't you simplify it even more?
Not really, you can split it into separate fractions if you'd like S/(2*pi*r) - (2*pi*r^2)/(2*pi*r) which is the same as S/(2*pi*r) - r which is kind of neater but it's not any more simplified
ok thanks!
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