1. Transformations section

Given thatf(x)=x^2, select all answers

right 2

left 2

up 2

up 3

down 3

right 3

2.Domain and interpreting functions section

Match the interval with the correct statements.

Select whether each interval is increasing, decreasing, increasing then decreasing or decreasing or increasing:

-3

-1

2

-1

3.Quadratics section

Solve for x, given2x22x3=0

Answer choices:

x=7,x=0

x=172

x=2282

7.Rational functions

Given a rational function, to determine the horizontal asymptote you use the degree of the numerator and denominator.Match the correct horizontal asymptote given where the condition of the degrees.

Group of answer choices

Degree larger in the numerator

[ Choose ]

horizontal asymptote at y = the ratio of the leading coefficients

Horizontal asymptote at y=0

No horizontal asymptote

Degree larger in the denominator

[ Choose ]

horizontal asymptote at y = the ratio of the leading coefficients

Horizontal asymptote at y=0

No horizontal asymptote

Degree of numerator and denominator is equal

[ Choose ]

horizontal asymptote at y = the ratio of the leading coefficients

Horizontal asymptote at y=0

No horizontal asymptote