Review the key term below. Then, use the words and their definitions to create a matching quiz. Exchange your quiz with another student's quiz. Check each other's answers when you are finished. reincarnation

On a separate sheet of paper, answer the questions below. Make sure you read carefully and answer all parts of the questions. Explain the major characteristics of the republican form of government as it existed in ancient Rome.

In physics, a light source of luminous intensity K candles is said to have illuminance $I=K / s^{2}$ on a flat surface s ft away. Suppose a small, unshaded lamp of luminous intensity 30 candles is connected to a rope that allows it to be raised and lowered between the floor and the top of a 10-ft-high ceiling. Assume that the lamp is being raised and lowered in such a way that at time t(in min) it is $s=6 t-t^{2} ft$ above the floor. (a.) Express the illuminance on the floor as a composite function of t for 0 < t < 6. (b.) What is the illuminance when t = 1? When t = 4?

Use substitution to solve the system of equation. 2x - y = 6, -3y = -6x + 18

Which gas is monatomic at room temperature and pressure? (1) nitrogen (2) neon (3) fluorine (4) chlorine

Calculate the present value of the following single amounts.

$$\begin{matrix} \text{ } & \text{Future Value} & \text{Annual Rate} & \text{Interest Compounded} & \text{Period Invested}\\ \hline \text{1.} & \text{$\$ 10,000$} & \text{6$\\\%$} & \text{Annually} & \text{5 years}\\ \text{2.} & \text{$7,000$} & \text{8} & \text{Semiannually} & \text{8 years}\\ \text{3.} & \text{$6,000$} & \text{12} & \text{Quarterly} & \text{4 years}\\ \end{matrix}$$

Classify the statement as sometimes true, always true, or never true. Explain why. If two lines are noncoplanar, then they are skew.

Cassandra brought a 10-yr Treasury note that paid the equivalent of 3.5% simple interest. She invested $4000 more in a 15-yr bond earning 4.1% than she did in the Treasury note. If the total amount of interest from these investments is$10,180, determine the amount of principal for each investment. Assume that each investment was held to maturity.

y = 3x + 5 and y = 3x + 2 are parallel.Why?

Describe physical changes associated with aging that occur during each decade past the age of thirty.

A farmer is building a circular corral to hold livestock. With distances measured in metres, the shape of the corral is modelled by the equation $x ^ { 2 } + y ^ { 2 } = 64$ a) Find the length of fencing required for this corral. b) Find the area of the corral.

Show that the product of the roots of a quadratic equation is $\frac{c}{a}.$

From a steamy mirror, wipe away just enough moisture to allow you to see your full face. How tall will the wiped area be compared with the vertical dimension of your face? Does distance affect your answer?

How do you combine, multiply, divide, and compose functions, and how do you find the domain of the resulting function?