Steve is a janitor but earns over \( \$ 150,00 \) a year. He is part of the income upper social class. 1) True 2) False

3. What is the rule used to trunsform MAbC to its image? \( A(-4,-2), B(3,5), C(3,-4) \) und \( A^{\prime}(4,-2), B^{\prime}(-3,5), C(-3,-4) \)

Coloca en el ( ) el signo \( >,<0= \) según corresponda. \( \begin{array}{llll}\text { a) } & \frac{1}{3}() \frac{3}{4} & \text { b) } & \frac{1}{4}(>) \frac{8}{-9} \\ \text { c) } & \frac{-2}{3}() \frac{5}{-9} & \frac{-17}{20}() \frac{-32}{45} \\ \text { c) } & \frac{15}{3}() \frac{5}{1} & \text { d) } & \frac{42}{60}(>) \frac{168}{240}\end{array} \)

8. [0/4 Points] DETAILS MY NOTES JMODD8 4.2.022. The mean salary of twelve men is \( \$ 52,000 \), and the mean salary of four women is \( \$ 85,000 \). Find the mean salary of all sixteen people. \( \$ 41,125 \) Need Help? Read it Watch it

Miss Bradshaw has 426 gold stickers. She wants to give the same number of stickers to each of her 22 students. If she gives away as many stickers as she can, how many stickers will be left over? stickers

Perform the operation and simplify, if possible. \[ \frac{b^{2}-9 b+14}{b^{2}-10 b+16} \div \frac{b^{2}+2 b}{b^{2}-6 b-16} \]