Math, asked by amankundal34847, 1 year ago

each side of a regular polygon is 8.1 cm long the perimeter of the polygon is 72.9 cm find the number of sides of the polygon


MitSu55: perimeter of sum of all sides
rahulrkb: yess
rahulrkb: right
MitSu55: let number of sides be x
MitSu55: then, perimeter=(x)×length of side
MitSu55: 72.9=8.1x
MitSu55: x=72.9/8.1
MitSu55: x=9
sapoot: 9 is the answer...

Answers

Answered by Anonymous
67
\textbf{Answer}

\textbf{Regular polygon} is a polygon that has all sides of same length as well as all angles of same measures.

\textbf{We are given following values,}
Length of each side = 8.1 cm
Perimeter of the polygon = 72.9 cm

\textbf{We know that in a regular polygon,}
Perimeter = (Number of sides) × (Length of each side)

=> 72.9 = (Number of sides) × 8.1
=> Number of sides = 72.9/8.1
=> Number of sides = 9

\textbf{Given Regular Polygon has 9 sides.}

\textbf{Hope My Answer Helped}
\textbf{Thanks}

rahulrkb: perimeter of any regular polygon is ddivuded by side then we can find the no of sides of a polygon
UbhayJaat: bhaut accha
Answered by abhi569
64
We know that all sides of a regular polygon are equal,


Let there are x sides,



Perimeter = sum of all sides

72.9 = 8.1 ( x times )

72.9 = 8.1 × x

 \frac{72.9}{8.1}  = x

9 = x




Hence, there are 9 sides.
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