Can we infer that the Survey of Consumer Finances in 2013 overrepresented at least one education category (EDCL)?

Survey of Consumer Finances Exercises
The following figures are from the United States Census in 2013:
Racial Mix
White non-Hispanic	61.6%
Black	13.2%
Hispanic	17.6%
Other	7.5%
Education
Less than high school	12.6%
High school	29.6%
Some college including junior college	19.6%
College graduate including bachelor’s and graduate degrees	38.3%

Test to determine whether there is sufficient evidence that the Survey of Consumer Finances in 2013 overrepresented at least one race (RACE)

SAVING for College Having received a large inheritance, a child's parents wish to establish a trust for the child's college education. If 7 years from now they need an estimated $\$ 70,000$, how much should they set aside in trust now if they invest the money at $5.5 \%$ compounded quarterly? Continuously?

Suppose the 95% confidence interval for the mean salary of college graduates in a town in Mississippi is given by [$36,080, $43,920]. The population standard deviation used for the analysis is known to be 12,000$.

a. What is the point estimate of the mean salary for all college graduates in this town?

b. Determine the sample size used for the analysis.

Classify each statement as either true or false. $\\$ Pharmacist$\in$ The set of all professions requiring a college degree

Suppose the bank is a college credit union and that on days when the college’s professors get paid, bank traffic is much higher than usual. Assuming that college professors are paid on the first weekday of each month, how could we incorporate this fact into the forecasting procedure described in this section?

Only 5% of male high school basketball, baseball, and football players go on to play at the college level. Of these, only 1.7% enter major league professional sports. About 40% of the athletes who compete in college and then reach the pros have a career of more than 3 years. What is the probability that a high school athlete who plays basketball, baseball, or football competes in college and then goes on to have a pro career of more than 3 years? Show your work.

$$\begin{array}{|c|c|c|c|c|} \hline \text { Speed } & \text { Smoking } & \text { Tourist } & \text { Elderly } & \text { Obese } \\ \hline 3.76 & 0 & 1 & 0 & 0 \\ \hline 3.82 & 0 & 1 & 0 & 0 \\ \hline \vdots & \vdots & \vdots & \vdots & \vdots \\ \hline 5.02 & 0 & 0 & 0 & 0 \\ \hline \end{array}$$

The data shows the percentage of people 25 years of age and older who were college graduates in the United States for eight selected years.

The functions

$$f(x)=6.43(1.027)^x \quad \text { and } \quad g(x)=\frac{40.9}{1+6.6 e^{-0.049 x}}$$

model the percentage of college graduates, among people ages 25 and older, $f(x)$ or $g(x), x$ years after 1950. Use these functions to solve the question.

Which function is a better model for the percentage who were college graduates in 2014?

A father is now planning a savings program to put his daughter through college. She is 13, plans to enroll at the university in 5 years, and should graduate 4 years later. Currently, the annual cost (for everything—food, clothing, tuition, books, transportation, and so forth) is $12,000, but these costs are expected to increase by 6% annually. The college requires total payment at the start of the year. She now has$10,000 in a college savings account that pays 9% annually. Her father will make six equal annual deposits into her account; the first deposit today and the sixth on the day she starts college. How large must each of the six payments be? (Hint: Calculate the cost (inflated at 6%) for each year of college and find the total present value of those costs, discounted at 9%, as of the day she enters college. Then find the compounded value of her initial $10,000 on that same day. The difference between the PV of costs and the amount that would be in the savings account must be made up by the father’s deposits, so find the six equal payments that will compound to the required amount.)

Edit each sentence to make it correct. Each sentence contains one error in the use of modifiers. I did good on my math exam.

On average, a group of 25 college students contains 14 females. Which equation can be used to find x, the percent of females in a typical group of college students? (F) x/100 = 14/25 (G) x/25 = 14/100 (H) x/25 = 14/39 (J) x/14 = 25/100

For the following term or person, write a sentence explaining its significance for the United States in the 1780s: electoral college

On his last math assignment, Kyle answered 5% of the questions incorrectly, or 1 question. How many questions did Kyle answer correctly?