Find the equation of the tangent to the circle X^2+Y^2=16 with slope -2.
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As per the general formula, equation of a tanget of a circle with radius r and center origin with slope m is y=mx+r×√(1+m^2)
Radius of the circle is 4(as per the equation given)
So y=(-2)x+4×√(1+(-2)^2)
so y=-2x+4√5
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