I need help with this lab question (q5,6,7,8) and it should be done like the example given below

L. Lab problems. 1 5. Sketch = - . f(x) x + 2 3 6. Determine the domain, range and intercepts of f(x) = i2 3. x 1 7. Sketch = . f(X) 5 X _ 3 1 8. Determine the domain, range and intercepts of f(x) = 5 3. x _ 3. Examples of graphing rational functions. a. Written example. Let f(X) = x+S +2. 1. Sketch the function. a. Find some ordered pairs to plot. Plot as many points as needed to determine the curve (appropriate sketch). You may use a table format if you prefer organizing your points with a table. 4 ( 8) + 5 + 2 = % which gives of the ordered pair (-7,1/2) ; ( 6) + S _ 3 \"5)" (5)+s domain of the function. We will sketch an vertical asymptote at -5. 4 ( 4) + 5 + 2 = g which gives of the ordered pair (-3, 7/2) 3 (2)+S f( 8) = + 2 = l which gives of the ordered pair (-8,1) f( - 7) = f( 6) = + 2 = l which gives of the ordered pair (-6,-1) + 2 = % + 2 which DOES NOT give us an ordered pair since (-5,UNDEF|NED) does not exist. This means -5 is not in the f( 4) = + 2 = S which gives of the ordered pair (-4, 5) f( - 3) = f( 2) = + 2 = 3 which gives of the ordered pair (-2, 3)