If (lim)x0a+x(bx−sinx)x3=1,a>0thena+b is equal to a. 36 b. 37 c. 38 d. 40

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If {()}_{{{x}{{0}}}}{{{x}^{{3}}}}{{{{{a}+{x}}}{({b}{x}-{{{x}}}

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If $(lim)_{x 0} \frac{x ^{3}}{a + x ( b x - sin x )} = 1, a > 0 t h e n a + b$ is equal to a. 36 b. 37 c. 38 d. 40

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(lim)_{x 0} \frac{x ^{3}}{a + x ( b x - sin x )} = 1, a > 0 t h e n a + b

is equal to a. 36 b. 37 c. 38 d. 40

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Question Text

(lim)_{x 0} \frac{x ^{3}}{a + x ( b x - sin x )} = 1, a > 0 t h e n a + b

is equal to a. 36 b. 37 c. 38 d. 40