State Henry’s law in your own words.

Identify the following phobias: (a) blood-injection-injury, (b) acrophobia, (c) animal, (d) social, (e) natural environment, and (f) other. The same phobia may apply to more than one statement. Rita was comfortable at the zoo until the old terror gripped her at the insect display. _____________

Eagle Company makes the MusicFinder, a sophisticated satellite radio. Eagle has experienced a steady growth in sales for the past fi ve years. However, Ms. Luray, Eagle’s CEO, believes that to maintain the company’s present growth will require an aggressive advertising campaign next year. To prepare for the campaign, the company’s accountant, Mr. Bednarik, has prepared and presented to Ms. Luray the following data for the current year, Year 1:

Eagle has an income tax rate of 35 percent.

Ms. Luray has set the sales target for Year 2 at a level of $11,200,000 (or 28,000 radios).

Required
What will be the break-even point in sales dollars for Year 2 if the firm spends the additional$300,000 for advertising?

The function

$$h ( m ) = 241 m ^ { - \frac { 1 } { 4 } }$$

can be used to approximate an animal’s resting heart rate h in beats per minute, given its mass m in kilograms. An okapi is an African animal related to the giraffe. What is the resting heart rate of an okapi with a mass of 300 kg?

Most modern guitars use steel strings, whereas many historical instruments use strings made of animal gut. Suppose the strings on a guitar that was originally strung with gut are replaced with steel strings of the same diameter. Will the tension in the steel strings be greater or less than in the gut strings?

To see the effect of a relatively small error in the estimate of the amount of carbon-$14$ in a sample being dated, consider this hypothetical situation: A bone fragment found in central Illinois in the year $2000$ contains $18 \%$ of its original carbon-$14$ content. Estimate the year the animal died.

Use the table for the given problems. Write the diameter of the fibers in scientific notation.

Assume that an animal is capable of producing 100 million different antibodies and that each antibody contains a light chain $220$ amino acids long and a heavy chain $450$ amino acids long. How much genomic DNA would be needed to accommodate the coding sequences of these genes?

A farmer purchased 100 head of livestock for a total cost of $4000. Prices were as follow: calves,$120 each; lambs, $50 each; piglets,$25 each. If the farmer obtained at least one animal of each type, how many of each did he buy?

One aspect of Fugard's diction and style is her use of words that help us hear the sounds made by various animals. Explain how each sound below helps you imagine the animal that makes it. a. yip b. growl c. wail d. moan e. scream f. snuffle

Use the Daily News Advertising Rates table for the following problem.

$$\scriptstyle\begin{array}{c}\\ \text{Daily News Advertising Rates}\\\begin{array}{|l|c|c|c|} \hline \text { Units } & \text { Daily } & \text { Saturday } & \text { Sunday } \\ \hline \text { Full page } & \$ 660 & \$ 760 & \$ 960 \\ \hline \frac{3}{5} \text { page } & \$ 396 & \$ 456 & \$ 576 \\ \hline \frac{1}{2} \text { page } & \$ 330 & \$ 380 & \$ 480 \\ \hline \frac{2}{5} \text { page } & \$ 264 & \$ 304 & \$ 384 \\ \hline \frac{3}{10} \text { page } & \$ 198 & \$ 228 & \$ 288 \\ \hline \frac{1}{5} \text { page } & \$ 132 & \$ 152 & \$ 192 \\ \hline \frac{1}{20} \text { page } & \$ 66 & \$ 76 & \$ 96 \\ \hline \end{array} \end{array}$$

$$\scriptscriptstyle\begin{array}{|l|c|c|c|c|c|c|} \hline \text{Edition} & \text{Unit} & \text{Number of Units} && \text{Rate per Unit} && \text{Advertisement Cost} \\ \hline \text { Daily } & \text { Full page } & 5 & & \$ 660 & \text { a. } & {}\\ \hline \end{array}$$

$$\text{\blue{WRITE ABOUT A THEME: ENERGY AND MATTER}}$$

Life requires energy. In a short essay (100–150 words), describe the basic principles of bioenergetics in an animal cell. How is the flow and transformation of energy different in a photosynthesizing cell? Include the role of ATP and enzymes in your discussion.

Parea el animal y la carne.

$$\begin{array}{l} \text{1. \_\_\_\_\_ la oveja} & \text{a. el cerdo}\\ \text{2. \_\_\_\_\_ la vaca} & \text{b. el cordero}\\ \text{3. \_\_\_\_\_ el puerco} & \text{c. la carne de res}\\ \end{array}$$

Would the Waxman­Markey law achieve production efficiency?