The coefficient of `x^3` in `(sqrt(x^5)+(3)/(sqrt(x^3)))^6` is

Find the coefficient of x^3 in ( sqrt(x^5) + (3)/(sqrt(x^3)) )^6

Find the coefficient of x^3 in ( sqrt(x^5) + (3)/(sqrt(x^3)) )^6

In the expansion of (sqrt(x^(5))+(3)/(sqrt(x^(3))))^(6) coefficient of x^(3) is (i)0(ii)120(iii)420(iv)540

Write (i) the coefficient of x^(3) in 3x^(2)-5x^(3)+x^(4) . (ii) the coefficient of x in sqrt(3)-2sqrt(2)x+6x^(2) . (iii) the coefficient of x^(2) in 2x-3+x^(3) , (iv) the coefficient of x in (3)/(8)x^(2)-(2)/(7)x+(1)/(6) . (v) the constant term in (pi)/(2)x^(2)+7x-(2)/(5)pi .

sqrt(x+3)+sqrt(x+15)<6

sqrt(3x^(2))+11x+6sqrt(3)

6sqrt(3)x^(2)-47x+5sqrt(3)

In the expansion of (sqrt(x^5)+3/(sqrt(x^3)))^6 coefficient of x^3 is (i) 0 (ii) 120 (iii) 420 (iv) 540

The term containing x^(3) in the expansion (sqrt(x^(5))+(3)/(sqrt(x^(3))))^(6) appears in

(x+sqrt(5))(x-3sqrt(5))=……….