find dy/dx when y=(x-1)(x-2)/√x
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Answer:
Y=x²-3x+2/√x
by quotient rule y'= N'D- D'N/D²
we will differentiate N first =2x-3
we will differentiate D = 1/2 √x
now dy/dx
dy/dx=[√x.(2x-3)-1/2√x.(x²-3x+2)]/√x²
dy/dx =[2x(2x-3)-(x²-3x+2)]/2x√x.x
dy/dx =[4x²–6x-x²-3x+2]/2x√x.
dy/dx=(3x²–3x-2)/2.x.√x.
hey I am new in class 11 and learned differential claculus so well .It took some time but i solved
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