x(2^(x)-1)(3^(x)-9)(x-3)<0

Solve x(2^(x)-1)(3^(x)-9)^(5)(x-3)<0

Solve x(2^x-1)(3^x-9)^5(x-3)<0.

Solve x(2^x-1)(3^x-9)^5(x-3)<0.

Solve x(2^x-1)(3^x-9)^5(x-3)<0.

Solve x(2^x-1)(3^x-9)^5(x-3)<0.

Solve x(2^x-1)(3^x-9)^5(x-3)<0.

The value of: (9^(x)(9^(x-1)))^(x)/(9^(x+1).3^(2x-2)){(729^(x/3))/81}^(-x) + (3^(a) -2^(3) .3^(a-2))/(3^(a) -3^(a-1)) is:

int(x^(2)-1)/(x^(3)-3x-9)dx

The term independent of x in the expression of (1+x+2x^(3))((3)/(2)x^(2)-(1)/(3x))^(9) is:

Solve for x.(2x)/(x-3)+(1)/(2x+3)+(3x+9)/((x-3)(2x+3))=0x!=3,-(3)/(2)