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MATH A circle is inscribed in a square. write a function for the area of the circle in terms of the side of the square. A) A= πr^2 - s^2 B) A= 1/4πrs^2 C) A= s^2- ππr^2 D) A= 1/…
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MATH A circle is inscribed in a square. write a function for the area of the circle in terms of the side of the square. A) A= πr^2 - s^2 B) A= 1/4πrs^2 C) A= s^2- ππr^2 D) A= 1/…
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Mar 14, 2022
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MATH
A circle is inscribed in a square. write a function for the area of the circle in terms of the side of the square.
A) A= πr^2 - s^2 B) A= 1/4πrs^2
C) A= s^2- ππr^2 D) A= 1/2πs^2
Anyone please help asap
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Answer:
A= s^2- ππr^2 D) A A= s^2- ππr^2 D) A
Step-by-step explanation:
Eric Mutta
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