

Let a and b be rational numbers and let c be an irrational number.
Part A
Select the appropriate cell in the table to show whether each value is always rational, never rational, or sometimes rational.
a + b | a - b | ||
|---|---|---|---|
Always Rational | |||
Never Rational | |||
Sometimes Rational |
Part B
Consider a quadratic equation with integer coefficients and two distinct zeros. If one zero is irrational, which statement is true about the other zero?
Which factorization can be used to reveal the zeros of the function?
Which expression is equivalent to
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Use Graph 1 to plot two points to graph the number of hours Leah can work at both jobs to total no more than 20 hours.
Use Graph 2 to plot two points to graph the number of hours she needs to work at both jobs to earn at least $120.













x= _____
x= _____









