Which domain restrictions apply to the rational expression? Select all that apply.

x2+x+6x2+2x−3

Question 1 options:

x ≠ -3

x ≠ -2

x ≠ -1

x ≠ 1

x ≠ -3

and

x ≠ 1

Step-by-step explanation:

the rational expression is:

a domain restriction will be when the denominator is equal to zero:

so we must find the two values of x that makes the expreesion for the denominator equal to zero.

we can do this by factoring:

and now we use the zero factor property, which means that if

we have two solutions:

and

thus, when or the denominator is zero. so in the domain we cannot have or .

So the domain restrictions are:

x ≠ -3

and

x ≠ 1

john got lost so he didn't know what to do and it was crazy because he didn't except it

step-by-step explanation:

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