Home
Class 12
MATHS
The function y=(2x-1)/(x-2),(x!=2) (a...

The function `y=(2x-1)/(x-2),(x!=2)` (a)is its own inverse (b)decrease at all values of `x` in the domain (c)has a graph entirely above the `x-` axis (d)is unbounded.

Promotional Banner

Similar Questions

Explore conceptually related problems

The function y=(2x-1)/(x-2),(x!=2) (a)is its own inverse (b)decrease at all values of x in the domain (cc)has a graph entirely above the x- axis (d)is unbounded.

The domain of the function Y=(x)/(1+x^(2)) is

Which of the following function is increasing for all values of x in its domain? a) sinx b) logx c) x^2 d) absx

If the graph of the function y=(a-b)^(2)x^(2)+2(a+b-2c)x+1(AA a ne b)

Discuss the function y=x+In(x^(2)-1) and plot its graph.

Discuss the function y=x+In(x^(2)-1) and plot its graph.

Discuss the function y=x+In(x^(2)-1) and plot its graph.

The entire graphs of the equation y=x^2+kx-x+9 is strictly above the x-axis if and only if

The function y=a log|x|+b x^(2)+x has two extreme values for x=-1 and x=2. Find the values of a and b.