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What is the surface area of prism below?

What is the surface area of prism below?-example-1
User BLKKKBVSIK
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1 Answer

8 votes

Answer:

Aprism = 483.246 yd2

Explanation:

The surface area is the sum of the 2 circles areas and the rectangle area.

Ac1 = PI*r2

Ac1 = (3.14)*(11.4/2)2

Ac1 = 102.0186 yd2

Ac1 = Ac2 then

Ac2 = 102.0186 yd2

Now the perimeter of the circle is one the sides of the rectangle:

Pc = 2PI*r

Pc = 2*3.14*(11.4/2)

Pc = 35.796 yd

Now the area of the rectangle is:

Ar = 7.8yd*35.796yd

Ar = 279.2088 yd2

Then, the surface area of prism is:

Aprism = Ac1 + Ac2 + Ar

Aprism = 102.0186yd2 + 102.0186yd2 + 279.2088yd2

Aprism = 483.246 yd2

User Aaron Sanders
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