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If y=√(tan √x) prove that √x (dy/dx)=(1+y^4)/(4y) | If y =sqrt (tan sqrt x ), then (dy)/(dx) #cbse
If y=√(tan √x) prove that √x (dy/dx)=(1+y^4)/(4y) | If y =sqrt (tan sqrt x ), then (dy)/(dx)
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If y=√(tan √x) prove that √x (dy/dx)=(1+y^4)/(4y) | If y =sqrt (tan sqrt x ), then (dy)/(dx) #cbse
y=x^tanx + ((√ x^2+1)/2) Find dy/dx / Derivative x power tanx + root (x^2+1) by 2 / Differentiation
Q30 | If y = tan^(-1)((√(1+x)-√(1-x)(√(1+x)+√(1-x))) find dy/dx