the ratio of the raddi of two circle is5:9 find the ratio of their circumferences
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Answer:
the ratio of the diameters of two circles is 5:9, what is the ratio of their areas?
Solution:
Area of a circle = π⋅r2
To solve this problem let”s solve a problem:
We’ll increase the diameter by 2 on both circles to 10 and 18 which gives us a radius of 5 and 9.
And we solve:
Area of a circle(1) = π⋅52 , ==> 25 π
Area of a circle(2) = π⋅92 , ==> 81 π
The ratio of a circle with a diameter of 5 and 9.
Will have a area equal to the square of it’s diameter or 25 : 81
Answer is 25 : 81
hope it help you...
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