A wire is bent in the shape of an equilateral triangle of each side 44 cm. It is rebent to
form a circular ring. What is the diameter of the ring?
Answers
Answer:
The diameter of the ring is 6.30 cm
Step-by-step explanation:
A piece of wire is bent in the shape of an equilateral triangle of each side 6.6 cm. It is re-bent to form a circular ring. What is the diameter of the ring?
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Each side= 6.6 cm.
No. Of sides=3
Therefore, perimeter of the triangle=6.6×3=19.8cm
Therefore length of the wire=19.8cm
When the wire is bent to a circular ring, perimeter i.e, circumference of the circle will be still 19.8cm.
Therefore,
2πr=19.8
=> 2r=19.8/π
Since diameter is equal to twice the radius of the circle,we can say that Diameter=19.6/π
= 19.8×7/22
=6.3cm
Hence the diameter of the circle is 6.3cm.
Hope this helps you.
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Step-by-step explanation:
some wire is used na so perimeter remains same