Revise the following sentences to correct errors in the use of comparisons. Write the revised sentences on the lines provided. My aunt has received more college degrees than any member of my family.

The mathematics faculty at a college consists of 8 professors, 12 associate professors, 14 assistant professors, and 10 instructors. If one faculty member is randomly selected, find the probability of choosing a professor or an instructor.

Caroline is opening a CD to save for college. She is considering a 3-year CD or a $3 \frac{1}{2}$-year CD since she starts college around that time. She needs to be able to have the money to make tuition payments on time, and she does not want to have to withdraw money early from the CD and face a penalty. She has $19,400 to deposit. Find the balance on the CD after she withdraws$12,000 after 3 years and 5 months.

A study on the age distribution of students at a community college gave the following table:

$$\begin{matrix} \text{Age} & \text{17 and under} & \text{18–20} & \text{21–24} & \text{25–34} & \text{35–64} & \text{65 and over}\\ \text{Probability} & \text{0.03} & \text{???} & \text{0.23} & \text{0.29} & \text{0.25} & \text{0.01}\\ \end{matrix}$$

What must be the probability that a randomly selected student at the college is between 18 and 20 years old?

Caroline is opening a CD to save for college. She is considering a 3-year CD or a $3 \frac{1} {2}$-year CD since she starts college around that time. She needs to be able to have the money to make tuition payments on time, and she does not want to have to withdraw money early from the CD and face a penalty. She has $19,400 to deposit. The final month of the CD receives 0.5% interest. What is the final month's interest? Round to the nearest cent.

How much must you deposit today into the following accounts in order to have a $\$ 120,000$ college fund in $15$ years? Assume no additional deposits are made.

An $\mathrm{APR}$ of $3.5 \%$, compounded monthly

Execute each of the following steps.

a. State the hypotheses and identify the claim. b. Find the critical value(s). c. Compute the test value. d. Make the decision. e. Summarize the results.

It has been found that $85.6 \%$ of all enrolled college and university students in the United States are undergraduates. A random sample of 500 enrolled college students in a particular state revealed that 420 of them were undergraduates. Is there sufficient evidence to conclude that the proportion differs from the national percentage? Use $\alpha=0.05$.

In the sentence below, identify the tense of the underlined verb by writing above it the tense of the verb.

Next fall, when she $\underline{\text{goes}}$ to college, she $\underline{\text{will live}}$ at home for a semester.

You want to estimate the mean number of hours that students at your college work per week. Briefly explain how you will conduct this study using a small sample. Take a sample of 12 students from your college who hold a job. Collect information on the amount of hours these kids worked last week. After that, calculate the population mean. Determine your own level of assurance. How will you construct your assumptions in order to calculate the population mean?

Seth Erkenbeck, a recent college graduate, has just completed the basic format to be used in preparing the statement of cash flows (indirect method) for ATM Software Developers. All amounts are in thousands (000s).

A college charters a bus for $1700 to take a group to a museum. When six more students join the trip, the cost per student drops by$7.50. How many students were in the original group?

Parents have set up a sinking fund in order to have $\$ 120,000$ in $15$ years for their children's college education. How much should be paid semiannually into an account paying $6.8 \%$ compounded semiannually?

Grandparents deposited $6,000 into a grand child's account toward a college education. How much money (to the nearest dollar) will be in the account 17 years from now if the account earns 7% compounded monthly?

Twelve male and 16 female students have been selected as equal qualifiers for 6 college scholarships. 1f the awarded recipients are to be chosen at random, what is the probability that 3 will be male and 3 will be female?