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Use implicit differentiation to find the points where the circle defined by x2+y2−6x−8y=−21 has horizontal and vertical tangent lines. List your answers as points in the form (a,b). 1. Find the points where the curve has a horizontal tangent line. Answer (separate by commas):1. Find the points where the curve has a vertial tangent line. Answer (separate by commas):
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2x + 2y * y' - 6 - 8y' = 0 find y'
2x -6 = y'*(2y - 8)
y' = (2x-6)/(2y-8) y' = x-3/y-4
y' = ( 2x-6 )/( 8 - 2Y )
Horizontal line --> slope y' = ....? Vertical line ---> slope y' = ...?
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