# The area of the tube blanket in the figure is

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## The area of the tube blanket in the figure is

a. 367,8
b. 368.7
c. 376.8
d. 378.6

Volume Tube = πr²t

753.6 = 3.14 × r² × 15

r² = 753.6 ÷ ( 15 × 3.14 )

r² = 16

r = 4 cm

Wide Blanket

= 2πrt

= 2×3.14×4×15

= 376.8 cm²

So the answer is c. 376.8

### Detailed discussion of Tube Covers

A cylindrical shape is a geometric shape consisting of a circle at the top and bottom, and a cylinder that connects the two circle the. The surface area of the cylinder is calculated by adding the area of the upper and lower circles with the area of the cylinder. Volume The cylinder is calculated by multiplying the area of the central circle by the height of the cylinder.

This is the discussion that we have summarized by the Katalistiwa.id Team from various learning sources. Hopefully this discussion is useful, don't forget if you have other answers, you can contact the admin. Thank you