यदि y = 1 + (x)/(1!) + (x^(2))/(2!) + (x...

यदि `y = 1 + (x)/(1!) + (x^(2))/(2!) + (x^(3))/(2!)+…... + (x^(n))/(n!)`, साबित करें कि `(dy)/(dx) - y + (x^(n))/(n!) = 0`

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यदि y = 1 + (x)/(1!) + (x^(2))/(2!) + (x^(3))/(2!)+…... + (x^(n))/(n!)...
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अगर y = (x - a) (x-b), , तब x का मान जिसके लिए (dy)/(dx) = 0 is
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यदि y = (cos x + sin x)/(cos x - sin x), तो (dy)/(dx) =
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यदि y = x sin x, तो ((dy)/(dx))^(2) + y^(2) =
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यदि f(x) = 1 + x + (x^(2))/(2)+ (x^(3))/(3) +…+(x^(50))/(50) तो f'(1)
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यदि y = (x)/(x+5), तो x.(dy)/(dx) + y^(2) =
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यदि f(x) = (2x^(2) - 4)/(3x^(2) + 5), तो f'(0) =??
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यदि f(x) = (x)/(1+tan x), तो f' (0) =
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lim(h rarr 0) (f(a+h) - f(a))/(h) =
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यदि f(x) = (1- cosx)/(1+cosx), तो f'((pi)/(2)) =
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यदि y = sinsqrt(cos x), then at x = 0 value of (dy)/(dx) =
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