Janice Wong receives an annual salary of $42,536, which is paid weekly. Her normal work week is 40 hours, and she is paid time and a half for all overtime. She is single and claims two withholding allowances. Her deductions include FICA, Medicare, federal withholding, state disability insurance, state withholding at 4.4%, credit union payments of$125, retirement deductions of $75, association dues of$12, and a Diabetes Association contribution of $25. Find the regular weekly earnings for a week in which she works 52 hours.

Janice Wong receives an annual salary of $42,536, which is paid weekly. Her normal work week is 40 hours, and she is paid time and a half for all overtime. She is single and claims two withholding allowances. Her deductions include FICA, Medicare, federal withholding, state disability insurance, state withholding at 4.4%, credit union payments of$125, retirement deductions of $75, association dues of$12, and a Diabetes Association contribution of $25. Find the state disability insurance deduction for a week in which she works 52 hours.

From the choices in parentheses, underline the correct word to complete each sentence.

Example 1. Roll out the pie crust; (than, $\underline{{then}}$), place it in the bottom of the pie plate.

The film festival has (shone, shown) two films by a university student team.

Check your understanding of the fotonovela by answering these questions. Remember that intelligent guessing is a useful way to increase your understanding in a foreign language.

What time is it when this story begins?

Write each expression as the sum and/or difference of logarithms. Express powers as factors. $\log \left(x^{2} \sqrt{x^{3}+1}\right),\ x>0$

A Statistics professor comes home to find that all four of his children got white team shirts from soccer camp this year. He concludes that this year, unlike other years, the camp must not be using a variety of colors. But then he finds out that in each child's age group, there are 4 teams, only 1 of which wears white shirts. Each child just happened to get on the white team at random.

We lied. Actually, in the oldest child's group, there are 6 teams instead of the 4 teams in each of the other three groups. How does this change the probability you calculated in part b?

Escribamos/Hablemos You work for a marketing research agency and your job is to poll people about what they want to do or see at different times in the future. Develop a poll using the time frames below and interview at least two classmates. Report the results of your poll to the class.

Modelo

• ¿Qué quieres hacer el año que viene?

• El año que viene pienso...

inmediatamente

Three people are asked their opinion in a poll about a particular brand of a common product found in grocery stores. They can answer in one of three ways: "Like the product brand" ($L$), "Dislike the product brand" ($D$), or "Undecided" ($U$). For each outcome, the random variable $X$ assigns the number of $L$'s that appear. Find the set of possible outcomes and the range of $X$.

Tell in each case whether the given lengths can be the measures of the sides of a triangle. 6, 7, 10

Select a collective noun, and write a pair of sentences that show clearly how the noun you chose may be singular or plural. Select from the following: army, audience, class, club, committee, fleet, flock, group, public, and team.

1._______________________________________________________________ 2._______________________________________________________________

Choose the best answer.

Which association is incorrect?

a. mouth— starch digestion

b. esophagus— protein digestion

c. small intestine— starch, lipid, protein digestion

d. stomach— food storage

e. liver— production of bile

A rugby team scores the following number of points in 12 matches: 21, 18, 3, 12, 15, 18, 42, 18, 24, 6, 12, 3. Calculate for the 12 matches: a) the mean score, b) the median score, c) the mode, d) the range.

The sum of the measures of the interior angles of a polygon is known to be between $2100$ and $2200$ . How many sides does the polygon have?

Find the measures of four angles in standard position that have a sine of 0.5. (Hint: Use the unit circle and right triangles.)