To find the height of the cylinder, we can use the formula for the surface area of a cylinder:
Surface Area = 2πrh + πr^2
Given that the surface area of the net diagram is 715.92 m, we can substitute the values for the radius and surface area:
715.92 = 2π(12)h + π(12)^2
715.92 = 24πh + 144π
715.92 = 168πh
Now we can solve for the height (h):
715.92 = 168πh
h = 715.92 / 168π
h ≈ 1.35 m
Therefore, the correct answer is closest to 1.35 m. In the given options, 6.5 m is the closest to 1.35 m. So, the height of the cylinder is approximately 6.5 m.
Need help with unit surface area lesson nine surface area of cylinders and we have on the bottom 12 m on the top 12 m and then it says it the surface area of the net diagram of the right circular cylinder is 715.92 m find the height used 3.14 tt would your answer be 13 m 16 m 6.5 m are 42 m
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