Graph each quadratic function. State the domain and range.

$$g(x)=4x^2$$

What polymer is formed when each compound is polymerized?

Differentiate a generic name from a trade name.

Suppose you are offered a job that lasts one month, and you are to be very well paid. Which of the following methods of payment is more profitable for you? (a) One million dollars at the end of the month (b) Two cents on the first day of the month, 4 cents on the second day, 8 cents on the third day, and, in general,

$$2 ^ { n }$$

cents on the nth day

Explain how it is possible for certain microbes to survive and grow in the presence of cyanide, which would kill many other organisms.

Convert from cylindrical to cartesian coordinates and plot. $\left(3,45^{\circ}, 8\right)$

The temperature at noon in Los Angeles on a summer day was $88^{\circ} \mathrm{F}$. During the day, the temperature varied from this by as much as $7.5^{\circ} \mathrm{F}$. Write and solve an absolute-value inequality to find the range of possible temperatures for that day.

If Jane is currently willing to trade 4 movie tickets for 1 basketball ticket, then she must like basketball better than movies. True or false? Explain.

After four days, Trudy's average exercise time was 45 minutes per day. If she exercises 60 minutes on the fifth day, what will be her average time in minutes per day after five days?

Finish the sentence below.

The World Trade Organization is an example of a(n) _________?

find a set of cylindrical coordinates of the point whose Cartesian coordinates are given.

$$( - 1 , \sqrt { 3 } , 13 )$$

Citywide Ministries plans a five-day ski trip for children. The children may ski from one to five of the days, but the number scheduled to ski each day is the following:

$$\begin{matrix} \text{Day} & \text{No. of Skiers}\\ \text{Monday} & \text{15}\\ \text{Tuesday} & \text{22}\\ \text{Wednesday} & \text{19}\\ \text{Thursday} & \text{24}\\ \text{Friday} & \text{31}\\ \end{matrix}$$

Citywide Ministries can obtain two-day lift tickets for $36 each or three-day lift tickets for$47. Find the number of tickets they should purchase for each two-day period and each three-day period so that each child can ski on the day scheduled and that minimizes the cost of lift tickets.

Convert the polar coordinates to Cartesian coordinates. Give exact answers. $( \sqrt { 3 } , - 3 \pi / 4 )$

Convert the polar coordinates to Cartesian coordinates. Give exact answers. $( 1,2 \pi / 3 )$