If the coefficients of x^7 and x^8 in (2+x/3)^n are equal, then n is (1) 56 (2) 55 (3) 45

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If the coefficients of `x^7 and x^8` in the expansion of `[2 +x/3]^n` are equal, then the value of n If the coefficients of `x^7 and x^8` in the expansion of `[2 +x/3]^n` are equal, then the value of n
If the coefficients of x^7 and x^8 in (2 + x/3)^n then n is (a) 56 (b) 55 (c) 45 (d) 15 If the coefficients of x^7 and x^8 in (2 + x/3)^n then n is (a) 56 (b) 55 (c) 45 (d) 15
If the coefficients of `x^7 and x^8` in the expansion of `[2 +x/3]^n` are equal, then the If the coefficients of `x^7 and x^8` in the expansion of `[2 +x/3]^n` are equal, then the
If the coefficients of x^7 and x^8 in (2+ x/3)^n are equal, then n= If the coefficients of x^7 and x^8 in (2+ x/3)^n are equal, then n=
If the coefficients of x^7& x^8 in the expansion of [2+x/3]^n are equal, then the value of n is :... If the coefficients of x^7& x^8 in the expansion of [2+x/3]^n are equal, then the value of n is :...
If the coefficients of x^7& x^8 in the expansion of [2+x/3]^n are equal, then the value of n is :... If the coefficients of x^7& x^8 in the expansion of [2+x/3]^n are equal, then the value of n is :...
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If the coefficients of `x^(7) and x^(8)` in the expansion of `(2+x/3)^(n)` are equal then find the If the coefficients of `x^(7) and x^(8)` in the expansion of `(2+x/3)^(n)` are equal then find the