Question

Find out all points of a circle centred at(5,5) having a radius of 50

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Answer 1

Given :  a circle centred at ( 5,5) having a radius of 50

To Find : all points of a circle

Solution:

a circle centred at (h,k) having a radius r

(x - h)²  + (y - k)²  = r²

a circle centred at (5,5) having a radius of 50

h = 5

k = 5

r = 50

(x - 5)²  + (y - 5)²  = 50²

This is the equation of the circle of all the points on boundary of circle

(x - 5)²  + (y - 5)²  ≤ 50²

This is the equation of the circle of all the points inside circle including points on boundary of  circle

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Answer 2

Answer:

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Step-by-step explanation: