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40 votes
Find the area. Use 3.14 for pi and round your answer

Find the area. Use 3.14 for pi and round your answer-example-1
User Locksmith
by
2.7k points

2 Answers

12 votes
12 votes

Answer:

329.9 ft^2

Explanation:

area = π · r^2

diameter = 2r so radius = 10.25

area = 3.14 · 10.25^2

10.25^2 = 105.06

3.14 · 105.06 = 329.9 ft^2

User Milton Castro
by
2.8k points
15 votes
15 votes

Given :-

  • diameter = 20.5 ft
  • π = 3.14


\\ \\

To find :-

  • Area


\\ \\

Solution:

To find area first we should know value of radius.

Diameter is given , and from diameter we can find value of radius.


\\

We know :-


\bf \ddag\boxed{\rm Diameter =2 \: radius } \bf \ddag

By using this formula we can find radius.


\\ \\


\hookrightarrow\sf Diameter =2 \: radius


\\


\hookrightarrow\sf 20.5 =2 \: radius


\\


\hookrightarrow\sf (205)/(10) =2 \: radius


\\


\hookrightarrow\sf \cancel(205)/(10) =2 \: radius


\\


\hookrightarrow\sf (41)/(2) =2 \: radius


\\


\hookrightarrow\sf2 \: radius = (41)/(2)


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\hookrightarrow\sf \: radius = (41)/(2 * 2)


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\hookrightarrow\sf \: radius = (41)/(4)


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\hookrightarrow\bf \: radius = 10.25


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Now let's find Area

we know :-


\bf \ddag\boxed{\rm Area = \pi radius {}^(2) } \bf \ddag


\\ \\

So:-


\\


\dashrightarrow \sf Area = \pi radius {}^(2)


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\dashrightarrow \sf Area = \pi (10.5) {}^(2)


\\ \\


\dashrightarrow \sf Area = \pi * 10.5 * 10.5 \\


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\dashrightarrow \sf Area = \pi * 110.25 \\


\\ \\


\dashrightarrow \sf Area = 3.14 * 110.25 \\


\\ \\


\dashrightarrow \bf Area =346.19~ {ft}^(2) \{approx\}\\

User Bridge
by
3.0k points
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