Answer
= 110 $\pi$ $in.^{2}$ $\approx$ 345,6 $in.^{2}$
Work Step by Step
Base area = $\pi$ $r^{2}$
Base area = 25 $\pi$ $in.^{2}$
Lateral area = 2 $\times$ $\pi$ $\times$ r $\times$ h
Lateral area = 2 $\times$ $\pi$ $\times$ 5 in. $\times$ 6 in.
Lateral area = 60 $\pi$ $in.^{2}$
Total area = 2 $\times$ base area + lateral area
Total area = 2 $\times$ 25 $\pi$ $in.^{2}$ + 60 $\pi$ $in.^{2}$
Total area = 110 $\pi$ $in.^{2}$ $\approx$ 345,6 $in.^{2}$
