Domain and range. which function has a domain where x/=3 and a range where y/=2?

In C, denominator is x-3 and denominator should not be 0 . So we set x-3 to 0 and solve for x, that is

x-3=0

x=3

So domain can't be 3.

And if we see the equation, we will get the numerator and denominator both have same degree. So

Horizontal asymptote= numerator's leading coefficient /denominator's leading coefficient .

y= 2/1 =2

So at y=2, there is a horizontal asymptote , because of which y =2 is not a part of the range .

THerefore the correct option is C .

c

Step-by-step explanation:

C 10% Condition.

Step-by-step explanation:

Let's Look at them one by one.

A: Large Enough sample condition.

this is met because 600 students is a good number to carry out a surwey.

B: Randomization,  600 incoming freshman are definitely random.

C: we are left with C so the answer is C.