Math, asked by chameli997, 1 month ago

Find the length of tape required to cover the edges of a semicircular disc of radius 14cm. *

1 point

82 cm

85 cm

72 cm

75 cm

Answers

Answered by Starshadow47
4

Required Answer:-

Length of the tape required to cover the edges of a semicircular disc means the length of the tape needed is equal to the perimeter of the semi-circle..

Perimeter of the semi-circle is Half the perimeter of a full circle with radius 14 cm + Diameter (2 × radius)

Formula to be used: r(π + 2) cm.

Radius = 14 cm

Taking π = 22/7 for approximation.

Finding the length of tape:

= r(π + 2) cm

= 14(22/7 + 2) cm

= 14(22+14 / 7) cm

= 14 × 36/7 cm

= 72 cm

Therefore:-

The length of the tape required to cover the ideas of the semicircular disc is 72 cm (C)

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