equation for relation (x2 + 4) y2 = 8 { (x^2 + 4) y^2 = 8...
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equation for relation (x2 + 4) y2 = 8 { (x^2 + 4) y^2 = 8 } a) Differentiate implicitly to find (dy/dx). Evaluate at the point (2,1). b) Give the relation for the corresponding inverse { x<>y } Then differentiatie implicitly to find the derivative of this inverse. Also evaluate at the corresponding point (2,1) (smmetric about y=x). c) Also observe the relation between these derivatives equation for relation (x2 + 4) y2 = 8 { (x^2 + 4) y^2 = 8 } a) Differentiate implicitly to find (dy/dx). Evaluate at the point (2,1). b) Give the relation for the corresponding inverse { x<>y } Then differentiatie implicitly to find the derivative of this inverse. Also evaluate at the corresponding point (2,1) (smmetric about y=x). c) Also observe the relation between these derivatives
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