Math, asked by krishiganesh, 1 year ago

THE LOCUS OF THE CENTRE OF A CIRCLE WHICH ALWAYS PASSES THROUGH THE FIXED POINTS (a,0) AND (-a,0) is ​

Answers

Answered by knjroopa
17

Answer:

x = 0

Step-by-step explanation:

Given THE LOCUS OF THE CENTRE OF A CIRCLE WHICH ALWAYS PASSES THROUGH THE FIXED POINTS (a,0) AND (-a,0) is ​

Let the coordinates of centre be (h,k). It passes through the points (a,0) and (-a,0)

If (h,k) be centre c and a,b be the given points, then ca^2 = cb^2

 It implies 4 a h = 0

implies h = 0

Therefore x = 0

So the locus of the centre of a circle is 0.


knjroopa: Thank you so much
krishiganesh: welcome too much you deserve BRAINLIEST answers.
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