Answer:
h = 12
Step-by-step explanation:
3053.63=πr^2h
Let r=9 and approximate pi as 3.14
3053.63=3.14 ( 9)^2 h
3053.63=3.14*81*h
3053.63=254.34h
Divide each side by254.34
3053.63/254.34=254.34h/254.34
12=h
[tex] h = \dfrac{3053.63}{\pi r^2} [/tex]
3053.63 = πr²h
Switch sides.
πr²h = 3053.63
Divide both sides by πr².
h = 3053.63 / πr²
