Name one way the circumference and area of a circle are the same and one way they are different
2 answers:
Pertaining to the actual formula...
The circumference and area of a circle both need the radius (or diameter, one to find the other) and pi to be solved.
However, the area of a circle squares the radius while the circumference doubles it. They then both multiply pi.
Pertaining to the actual definition...
Both the circumference and area measure a part of the circle.
However, the circumference measures the distance <em>around</em> the circle while the area measured the space <em>inside </em>the circle.
Hope this helps!
SAME: Both measure a circle
DIFFERENT: Circumference measures AROUND the circle and the area measures the entire circle.
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Step-by-step explanation:
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