Line 3x+4y=25 touches the circle x^2 +y^2 = 25 at the point
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Y= 4; x=3
Get X in terms of y from first eq.
X=(25-4y)/3
Substitute in second eq.
By solving you will get
Y2-8y+16=0
Here you will get y value as 4
Substitute in first eq we will get X value as 3
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