Integration - Exercise 9A - Problem 1 - Find the equation of the curve, given dy/dx and a point P

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Find the equation of the curve, given dy/dx and point P on the curve: dy/dx=(1 - √x)^2/ √x, P=(9, 5) Find the equation of the curve, given dy/dx and point P on the curve: dy/dx=(1 - √x)^2/ √x, P=(9, 5)
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Find the equation of the curve, given dy/dx and point P on the curve: dy/dx=2/√x - 1, P=(4, 6) Find the equation of the curve, given dy/dx and point P on the curve: dy/dx=2/√x - 1, P=(4, 6)
The Maths Prof: Find equation of a curve from dy/dx & a point (x,y) (integration) The Maths Prof: Find equation of a curve from dy/dx & a point (x,y) (integration)
The Maths Prof: Find equation of a curve from dy/dx & a point (x,y) (integration) The Maths Prof: Find equation of a curve from dy/dx & a point (x,y) (integration)
Math: find the dy/dx #calculus #differentiation #maths #education Math: find the dy/dx #calculus #differentiation #maths #education
Differentiation and Integration formula Differentiation and Integration formula
Integration Basic Formulas Integration Basic Formulas