The Circumference C of a circle is equal to 2- - Fill in the blanks-

Explanation.The circumference (C) of a circle is given by,C=2π× rWhere r is the radius of a circle and the value of π=22/7.Hence, the Circumference C of a circl ...

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Standard VIII

Mathematics

Finding the Radius of a Circle with Known Circumference

The Circumfer...

Question

The Circumference $C$ of a circle is equal to $2 π \times$ _____. Fill in the blanks.

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Solution

Explanation.
The circumference $(C)$ of a circle is given by,
$C = 2 π \times r$
Where $r$ is the radius of a circle and the value of $π = \frac{22}{7}$ .
Hence, the Circumference $C$ of a circle is equal to $2 π \times radius$ .

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The Circumference C of a circle is equal to 2π× _____. Fill in the blanks.

Explanation.The circumference (C) of a circle is given by,C=2π×rWhere r is the radius of a circle and the value of π=227.Hence, the Circumference C of a circle is equal to 2π×radius .

The Circumference $C$ of a circle is equal to $2 π \times$ _____. Fill in the blanks.

Explanation.
The circumference $(C)$ of a circle is given by,
$C = 2 π \times r$
Where $r$ is the radius of a circle and the value of $π = \frac{22}{7}$ .
Hence, the Circumference $C$ of a circle is equal to $2 π \times radius$ .