If the coefficient of x^7 in [ax^2+(1/bx) ]^11 equals the coefficient of x^(-7) in [ax-(1/(bx^2 )) ]

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If coefficient of x^7 in [ax^2 + (1/ bx^2 )]^11 equals the coefficient x^-7 in [ax - (1/ bx^2 )]^11 If coefficient of x^7 in [ax^2 + (1/ bx^2 )]^11 equals the coefficient x^-7 in [ax - (1/ bx^2 )]^11
Find the coefficients of `x^7` in `(a x^2+1/(b x))^(11)a n dx^(-7)in(a x^-1/(b x^2))^(11)` and ... Find the coefficients of `x^7` in `(a x^2+1/(b x))^(11)a n dx^(-7)in(a x^-1/(b x^2))^(11)` and ...
If the coefficient of x^7 in (ax^2+1/(bx))^11 is equal to the coefficient of x^-7 in(ax-1/(bx^2)... If the coefficient of x^7 in (ax^2+1/(bx))^11 is equal to the coefficient of x^-7 in(ax-1/(bx^2)...
If the coefficient of `x^7` in `(ax^2+1/(bx))^11` is equal to the coefficient of `x^7` in `(ax-1/(bx If the coefficient of `x^7` in `(ax^2+1/(bx))^11` is equal to the coefficient of `x^7` in `(ax-1/(bx
If the coefficient of x7 in (ax^2+1/2bx)^11 and x^7 in (ax-1/3bx^2)^11 are equal, then ______ If the coefficient of x7 in (ax^2+1/2bx)^11 and x^7 in (ax-1/3bx^2)^11 are equal, then ______
Binomial theorem: General term SE1 Coeff of x^7 in (ax^2+1/bx)^11=coeff of x^-7 in (ax-1/bx^2)^11 Binomial theorem: General term SE1 Coeff of x^7 in (ax^2+1/bx)^11=coeff of x^-7 in (ax-1/bx^2)^11
If the coefficient of x^7in[a x^2-(1/(b x^2))]^(11)\nequal the coefficient of x^(-7)\nin satisfy... If the coefficient of x^7in[a x^2-(1/(b x^2))]^(11)\nequal the coefficient of x^(-7)\nin satisfy...
Binomial Theorem :The coefficient of x7 and x-7 in the expansion Binomial Theorem :The coefficient of x7 and x-7 in the expansion