JEE Advanced 2023 | coefficient of x^5 in (ax^2+70/27bx)^4 = coefficient of x^-5 in (ax-1/bx^2)^7

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Let a and b be two nonzero real numbers. If the coefficient of x^5 in the expansion of ( ax^2 + 70 Let a and b be two nonzero real numbers. If the coefficient of x^5 in the expansion of ( ax^2 + 70
The coefficient of x7 in (ax-bx2)13 and coefficient of x-5 in (ax+1/bx^2)^12 Then ab4 is equal to The coefficient of x7 in (ax-bx2)13 and coefficient of x-5 in (ax+1/bx^2)^12 Then ab4 is equal to
the coefficient of x^5 in the expansion of . #jee #iit #pyq #jeemain #target2024 the coefficient of x^5 in the expansion of . #jee #iit #pyq #jeemain #target2024
JEE ADVANCED 2023 - BINOMIAL THEOREM JEE ADVANCED 2023 - BINOMIAL THEOREM
Let a and b be two nonzero real numbers.If the coeff. of x^5 in the expansion of (ax^2 +70/27bx)^4 Let a and b be two nonzero real numbers.If the coeff. of x^5 in the expansion of (ax^2 +70/27bx)^4
A-Level Maths: D1-17 [Binomial Expansion: Find the coefficient of x^10 in (1-2x)^5*(2+x)^7] A-Level Maths: D1-17 [Binomial Expansion: Find the coefficient of x^10 in (1-2x)^5*(2+x)^7]
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Find The Coefficient Of x^5 In The Binomial Expansion Of (x-4)(3x+1)^6. Two binomials Find The Coefficient Of x^5 In The Binomial Expansion Of (x-4)(3x+1)^6. Two binomials