The formula to calculate the circumference of a circle is:
C = 2πr
And the formula to calculate the area of a circle is:
A = πr^2
Given the circumference and area values, we can solve for the radius:
For the first case:
1,752.12 = 2πr
r = 1,752.12 / (2π)
For the second case:
24,420.74 = πr^2
r = sqrt(24,420.74 / π)
For the third case:
244,420.74 = πr^2
r = sqrt(244,420.74 / π)
We can plug these radius values back into the formulas to check if they satisfy the given circumference and area values.
8. (HINT: THINK FORMULA!!!!) (1 point)
Responses
Circumference 1,752.12 and Area 1,752.12
Circumference 1,752.12 and Area 1,752.12
Circumference is 1,752.12 and Area is 24,420.74
Circumference is 1,752.12 and Area is 24,420.74
Circumference is 1,752.12 and Area is 244,420.74
1 answer