Sum of the last 30 coeffivients in the expansion of (1 + x)59 , when expanded in ascending powers of x is
(A) 259 (B) 258 (C) 230 (D) 229

Question

Sum of the last 30 coeffivients in the expansion of (1 + x)59 , when expanded in ascending powers of x is (A) 259 (B) 258 (C) 230 (D) 229

SHAIK AASIF AHAMED · Answer

Hello student, Total terms=60 sum of last 30 coefficients=2 59 /2=2 58 Thanks and Regards Shaik Aasif askIItians faculty

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Sum of the last 30 coeffivients in the expansion of (1 + x)59 , when expanded in ascending powers of x is (A) 259 (B) 258 (C) 230 (D) 229

Sum of the last 30 coeffivients in the expansion of (1 + x)59 , when expanded in ascending powers of x is
(A) 259 (B) 258 (C) 230 (D) 229

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Sum of the last 30 coeffivients in the expansion of (1 + x)59 , when expanded in ascending powers of x is (A) 259 (B) 258 (C) 230 (D) 229

Sum of the last 30 coeffivients in the expansion of (1 + x)59 , when expanded in ascending powers of x is (A) 259 (B) 258 (C) 230 (D) 229

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Sum of the last 30 coeffivients in the expansion of (1 + x)59 , when expanded in ascending powers of x is
(A) 259 (B) 258 (C) 230 (D) 229