Solve the following inequality:

1.	Solve the following inequality:
Answer» *[REFER TO THE ATTACHMENT]* For this function to be well define first thing is that denominator must not be equal to zero. lt from the first equation for the range of X. then TAKE 1 to the left hand side of the equation. By taking LCM firstly makebl a quadratic equation in the form of x. after dissociating it into you FACTOR from we can easily calculate the range of x. Then take intersection of this value of x and the value which is TAKEN from equation first. it will give FINAL range of X in the interval form.

Answer»

[REFER TO THE ATTACHMENT]

For this function to be well define first thing is that

denominator must not be equal to zero.

lt from the first equation for the range of X.

then TAKE 1 to the left hand side of the equation.

By taking LCM firstly makebl a quadratic equation in the form of x.

after dissociating it into you FACTOR from we can easily calculate the range of x.

Then take intersection of this value of x and the value which is TAKEN from equation first.

it will give FINAL range of X in the interval form.

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