[" Q.70The number of solutions of the inequality "(1)/(2^(sin^(2)x_(2)))*(1)/(3^(sin^(2)x_(3)))cdots(1)/(nin^(2)x_(n))<=n!," where "],[x,in(0,4 pi)" for "i-=1,2,3...n," is "]

The number of solutions of the equations 2(sin^(-1)x)^(2)-5sin^(-1)x+2=0 is

The number of solutions of the following inequality 1/2^(sin^2 x_2)*1/3^(sin^2 x_2)*.....1/n^(sin^2 x_n) <= n !, where x_1 in(0,4 pi) for i-= 1,2,3,...,n, is (i) 1 (ii)4^(n-1) (iii) n^n (iv) infty

The solution of inequality 3tan^(2)x>=4sin^(2)x is

The solution of the inequality log_((1)/(2))sin^(-1)x>log_((1)/(2))cos^(-1)x is

The solution of the inequality log_(1/2)sin x>log_(1/2)cos x is

Number of solution of the equation 2sin^(-1)(x+2)=cos^(-1)(x+3) is :

Number of solution of the equation 2sin^(-1)(x+2)=cos^(-1)(x+3) is :

The solution of the inequality 2x-1<=x^(2)+3<=x-1 is