" (vii) "10x-(1)/(x)=3

Solve the following quadratic equation : 10x-(1)/(x)=3

Solve the following quadratic equation : 10x-(1)/(x)=3

Solve the equation 10x-(1)/(x)=3 by the method of completing the square.

int10(x-1)(x-3)dx

Solve : (2x+1)/(10)-(3-2x)/(15)=(x-2)/(6) . Hence, find the value of y, if (1)/(x)+(1)/(y)=3 .

The coefficient of x^(-10) in (x^(2)-(1)/(x^(3)))^(10), is

The coefficient of x^(-10) in (x^(2)-(1)/(x^(3)))^(10) is

Absolute value of the difference between the greatest and smallest integral value of x ,satisfying the inequality ((log_(10)x-1))/((e^(x)-3))<=0 ,is equal to

Show that the sum of the coefficients of x^(25) and x^(-10) of (x^(4) -(1)/(x^(3)))^(15) is zero.