निकालें lim(xrarra) (x^(5//2)-a^(5//2))/...

निकालें `lim_(xrarra) (x^(5//2)-a^(5//2))/(sqrtx-sqrta)`

Verified by Experts

The correct Answer is:

`5a^(2)`

निकालें lim(xrarra) (x^(5//2)-a^(5//2))/(sqrtx-sqrta)
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lim(x to sqrt(2))(x^(3)-2sqrt2)/(x-sqrt2)=
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lim(xrarr0) (sinx^(2))/(x)=
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lim(x to 0)(sin^(2)x)/(x)=1 (a) सत्य (b) असत्य
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lim(a to x)(x^(n)-a^(n))/(x-a)=
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lim(x to 0)(sqrt(1+x)-sqrt(1-x))/(x)=
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यदि lim(x to 0)(tan3x)/(sin7x)=k, तो k = …….
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यदि lim(xto5)f(x)=2, तो lim(y to (1)/(3))f(15y)=
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