The juncture of ocean and continent. Find the depth h of the ocean using the level of-compensation technique presented.

Other than giving an annual evaluation, what would you do to manage the performance of your employees? Explain why.

The following events occurred at VG Consulting during the most recent month.
c. VG paid its monthly electric bill of $300.
For each event, determine the revenue or expense under the cash and accrual bases of accounting.

A store manager's job is to keep total wages to no more than $30 \%$ of sales and to maintain the fuel bill and the supply bill at about $9 \%$ of sales each. Managers can also directly affect sales by ensuring courteous customer service and by ensuring that the work is done properly. What suggestions would you make to Jennifer and her father for an incentive plan for store managers or front-desk clerks?

During its first year of operations, Sitwell Corporation had the following transactions pertaining to its common stock.
Jan. 10 Issued 80,000 shares for cash at $\$ 6$ per share.
Mar. 1 Issued 5,000 shares to attorneys in payment of a bill for $\$ 35,000$ for services rendered in helping the company to incorporate.
July 1 Issued 30,000 shares for cash at $\$ 8$ per share.
Sept. 1 Issued 60,000 shares for cash at $\$ 10$ per share.

(b) Prepare the journal entries for these transactions, assuming that the common stock is no par with a stated value of $2 per share.

Evaluate the integral using the technique of Exercise 51.

$$\displaystyle\int \tan ^{-1} x d x$$

Evaluate the integral using the technique of Exercise 52.

$$\displaystyle\int \cos ^{-1} x d x$$

Evaluate the integral using the technique of Exercise 52.

$$\displaystyle\int \tan ^{-1} x d x$$

The table shows the prices of different items at a snack bar.

$$\begin{array}{|l|c|} \hline{\text { Item }} & \text{ Cost (\$) } \\ \hline \text { hot dog } & 2.50 \\ \hline \text { drink } & 1.75 \\ \hline \text { fries } & 2.00 \\ \hline \text { hamburger } & 3.00 \\ \hline \text { chips } & 0.75 \\ \hline \end{array}$$

After buying some items, you receive $3.75 in change. If you paid with a$10 bill, which equation could not be used to determine the amount of money you spent?

A 3.75+n=10

B 10-n=3.75

C 10-3.75=n

D 10+n=3.75

Suppose that

$$\int f(x) d x=F(x)+C .$$

Explain how you can use a slope field of $f$ and the graph of $y=F(x)$ to support your evaluation of the integral.

Bill is a 38-year-old with a history of duodenal ulcers. He is currently maintained on cimetadine $800 \mathrm{mg} \mathrm{HS}$. Today he was diagnosed with hypertension and his physician wants to initiate treatment with Lopressor. What dosing considerations should be made, if any?

American Cyanamid shipped $7,000$ vials of DPT—a vaccine for immunization of infants and children against diphtheria, pertussis, and tetanus-from its Pearl River, New York, facility to the U.S. Defense Department depot in Mechanicsburg, Pennsylvania, by New Penn Motor Express, a common carrier. Cyanamid's bill of lading included a "release value," which stated that the value of the property was declared as not exceeding $\$ 1.65$ per pound. Cyanamid's shipment weighed $1,260$ pounds. The bill of lading accepted by New Penn on picking up the DPT vaccine on February $6$ also clearly stated that the shipment contained drugs and clearly warned to "protect from freezing." The bill further recited "rush ... must be delivered by February $8, 1989$." New Penn permitted the vaccine to sit in an unheated uninsulated trailer while it gathered enough other merchandise to justify sending a truck to Mechanicsburg. The DPT vaccine was delivered on February 10 in worthless condition, having been destroyed by the cold. New Penn admitted that it owed $\$ 2,079$ in damages pursuant to the bill of lading ($\$1.65$ $\times 1,260 \mathrm{lb}$.). Cyanamid claimed that the actual loss was much greater, $\$ 53,936.75$. It stated that because New Penn breached its contract with Cyanamid, it could not invoke the benefits of that same contract, namely, the release value clause. Was it ethical for New Penn to hold the vaccine while waiting for enough merchandise to justify the trip? How would you decide the case?

Evaluate the integral using the technique of Exercise 52.

$$\displaystyle\int \log _2 x d x$$

Evaluate the integral using the technique of Exercise 51.

$$\displaystyle\int \cos ^{-1} x d x$$