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

10(3x+(1)/(x))^2-(3x+(1)/(x))-3

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

Differentiate the following functions: 10. (1)/( x) + (3)/( x^2) + (2)/( x^3)

The cost function of a firm is given by: C(x) = 300x - 10x^2 +(1)/(3)x^3 where 'x' is the output. If the marginal cost is defined as the rate of change of C(x) with respect to 'x', then find the the marginal cost when 5 units are produced.

If L=lim_(x rarr2)((10-x)^((1)/(3))-2)/(x-2), then the value of (1)/(4L)| is

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

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