Question

the circumference of a circle exceed the diameter by 33.6 find the area of the circle​

Answer 1

this is the answer to your question

Answer 2

Area of circle is 193.49 square units

Solution:

Given that,

The circumference of a circle exceed the diameter by 33.6

Which means,

$circumference = diameter + 33.6$

The circumference of circle is given as:

$circumference = \pi \times d$

Where, "d" is diameter

Then,

$\pi d = d + 33.6\\\\3.14d - d = 33.6\\\\2.14d = 33.6\\\\d = 15.7$

Then,

$radius = \frac{15.7}{2} = 7.85$

Find the area of circle

$Area = \pi r^2\\\\Area = 3.14 \times 7.85^2 \\\\Area = 193.49$

Thus area of circle is 193.49 square units

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