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lim(xto0)(1-cos^(2)x)/(xsin2x)...

`lim_(xto0)(1-cos^(2)x)/(xsin2x)`

A

2

B

0

C

4

D

`1/2`

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The correct Answer is:
A
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PREMIERS PUBLISHERS-DIFFERENTIAL CALCULUS LIMITS AND CONTINUITY-PROBLEMS FOR PRACTICE
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  2. Choose the correct option for the following lim(xrarr0)[sin^n (x/2)...

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  3. lim(xto0)(1-cos^(2)x)/(xsin2x)

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  4. Choose the correct option for the following lim(xrarrinfty) [sqrt(x...

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  5. Choose the correct option for the following lim(xrarr0)[sqrt(x^2 +1...

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  6. Choose the correct option for the following lim(xrarr9)[sqrt(x-4) -...

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  7. Choose the correct option for the following lim(xrarrinfty)[(x^2 +5...

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  8. For what value of k is this function f(x)={(x^3 -8)/(x-2) if xne 2 k ...

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  9. The point of discontiuity for f(x)={(x-2)^3 ,if xle0 (x+2)^3 ,if x...

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  10. Choose the correct option for the following lim(xrarrinfty)(1/n^3 +...

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  11. Let a function f be defined by f (x) =[x-|x|]/x for xne 0 and f(0)=2.T...

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  12. Let the function be defined as f(x)={4x 0ltxle1 (-4x+5) 1ltxlt2 th...

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  13. lim(xrarr0)[xe^(2x) +tanx]/x is :

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  14. Find lim(xrarr0)(xe^x -sin2x)/(2x)

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  15. The value of lim(xtok^(-))x-[x], where k is an integer

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  16. lim(nrarrinfty)(1/n^4 +8/n^4 +27/n^4 +64/n^4 +…)is:

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  17. lim(xrarr0)(sinmx)/(sinnx) is :

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  18. lim(xrarr0)(xe^x -sin2x)/x is :

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  19. If f:RrarrRis defined by f(x)=|x-2|+|x+2| for x epsilon R ,then lim(xr...

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  20. lim(xrarr2^-)2floorx is :

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