Determine slope of the line tangent to circle at given point

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Reference no: EM131010831

Consider the circle with the equation x²+y²=4. Determine:

a) a formula for dy/dx using implicit differentiation

b) the slope of the line tangent to the circle at the point (1, √3).

c) any points on the graph where the line(s) tangent to the curve is horizontal. Give answer in an ordered pair.

Reference no: EM131010831

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