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AAKASH SERIES-EXPONENTIAL SERIES -EXERCISE - III
- The sum of series (1)/(2!)+(1)/(4!)+(1)/(6!)+... is
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- (1+3)loge3+(1+3^2)/(2!) (loge3)^2+(1+3^3)/(3!) (loge3)^3+.....oo =
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- The value of sqrte up to four decimals is
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- (1+x^2/(2!)+x^4/(4!)+....oo)^2 =
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- 1 +(2^3)/(1!) x + (3^3)/(2!) x^2 + ....oo =
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- If (e^x)/(1-x)=B0 +B1 x +B2 x^2 + ....... + B(n-1) x^(n-1) +B(n)x^n+ ....
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- If C =1 + (cos x ) /(1!) +(cos 2X)/(2!) + (cos3x)/(3!) + ......and
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- Coefficient of x^n in e^(e^x) is 1/(n!) k then k =
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- Assertion (A) : (3^2)/(2!) +(3^4)/(4!)+(3^6)/(4!)+ .... = Cosh 3 -1 ...
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