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SURA PUBLICATION-DIFFERENTIAL CALCULUS - LIMITS AND CONTINUITY-EXERCISE 9.2
- Solve : lim(x to 2) (x^(4) - 16)/(x - 2)
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- lim(xto1)(x^(m)-1)/(x^(n)-1) is
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- Evaluate the limits : lim(h to 0) (sqrt(x+h)-sqrtx)/h, x gt0
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- lim(xto5)(sqrt(x+4)-3)/(x-5)
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- lim(xto2)(1/x-1/2)/(x-2)
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- lim(xto1)(sqrtx-x^(2))/(1-sqrtx)
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- lim(xto0)(sqrt(x^(2)+1)-1)/(sqrt(x^(2)+16)-4)
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- lim(xto0)(sqrt(1+x)-1)/x
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- Evaluate lim(xto1)(root(3)(7+x^3)-sqrt(3+x^2))/(x-1)
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- lim(xto2)(2-sqrt(x+2))/(root(3)(2)-root(3)(4-x))
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- lim(xto0)(sqrt(1+x^(2))-1)/x
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- lim(xto0)(sqrt(1-x)-1)/x^(2)
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- lim(xto5)(sqrt(x-1)-2)/(x-5)
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- lim(xtoa)(sqrt(x-b)-sqrt(a-b))/(x^(2)-a^(2))(agtb)
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