Math, asked by satya7483, 1 year ago

Each side of a regular polygon is 5.2m and its perimeter is 36.4m . Find the number of sides of the polygon

Answers

Answered by 1muskansahu
10
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Answered by telex
106

Question :-

Each side of a regular polygon is 5.2 m and its perimeter is 36.4 m. Find the number of sides of the polygon.

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Solution :-

Given Information :-

Measure of each side of polygon ➢ 5.2 m

Perimeter of the polygon ➢ 36.4 m

To Find :-

Number of sides of the polygon

Concept :-

Area And Perimeter of Plane Figures

Explanation :-

In order to find the number of sides of the polygon, We have to divide the ' perimeter of the polygon ' with the ' measure of each side of polygon '. The resulting values will be the total number of sides present in the polygon.

Formula Used :-

 \underline{ \underline{ \boxed{ \boxed{  \bf  \red{number \: of \: sides \: of \: polygon =  \dfrac{perimeter \: of \: polygon}{measure \: of \: each \: side \: of \: polygon} }}}}}

Calculation :-

Simply, substituting the values in the formula, We get,

    \sf  {number \: of \: sides \: of \: polygon =  \dfrac{perimeter \: of \: polygon}{measure \: of \: each \: side \: of \: polygon} }

Substituting the values given, We get,

 \sf  {number \: of \: sides \: of \: polygon =  \dfrac{36.4 m}{5.2 m} }

Cancelling & Calculating further, We get,

 \sf{number \: of \: sides \: of \: polygon = \red 7}

Number of sides of the polygon = 7

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Final Answer :-

The number of sides of this polygon is 7. This means that this figure is a Regular Heptagon.

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Note :-

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