The area of a sector of a circle is given by the equation uppercase A = StartFraction pi r squared uppercase S Over 360 EndFractio

Question

The area of a sector of a circle is given by the equation uppercase A = StartFraction pi r squared uppercase S Over 360 EndFraction, where r is the radius of the circle and S is the angle measure of the sector. If Mia solved this equation for S, which of the following equations did she write?Which of the following equations is equivalent to S = pi r squared h?

yenoanh · Answer

Answer: S = (360 × A)/(πR²).      Step-by-step explanation:

quangkhai · Answer

A  circle  is a curve  sketched  out by a  point moving  in a plane. The  equation  that  Mia  will write is  S = (360 × A)/(πR²).     What is a circle?  A  circle  is a curve  sketched  out by a  point moving  in a plane so that its  distance  from a given  point  is constant; alternatively, it is the  shape  formed by all points in a  plane  that are at a set  distance  from a given point, the  centre.     Given the  area  of the  sector  of a  circle  is given by,  A = (πR²×S)/360°  Now, If  Mia solved  this  equation  for S, then the  equation  that she will write is,  S = (360 × A)/(πR²)  Hence, the  equation  that  Mia  will write is  S = (360 × A)/(πR²).       Learn more about  Circle:   https://brainly.com/question/11833983    #SPJ1

What is a circle?

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