Kyle Parker of Fayetteville, Arkansas, has been shopping for a new car for several weeks. So far, he has negotiated a price of $\$ 27,000$ on a model that carries a choice of a $\$ 2500$ rebate or dealer financing at $2$ percent APR. The dealer loan would require a $\$ 1000$ down payment and a monthly payment of $\$564$ for $48$ months. Kyle has also arranged for a loan from his bank with a $7$ percent APR. Use the Decision-Making Worksheet on page $224$ to advise Kyle about whether he should use the dealer financing or take the rebate and use the financing from the bank.

Sketch the graph of the given quadratic function using the methods described in this section. Indicate the vertex and two additional points on each graph.

$$f(x)=(x-2)^2+3$$

Leveled Practice use the order of operations to evaluate.

$$0.2^2 \div[7.9-(4.1+ 1.8)]$$

= $0.2^2 \div[7.9- \boxed{}]$

= $\boxed{} \div \boxed{}$

= $\boxed{}$

Draw three lines under each lowercase letter that should be capitalized. Strike through (B/ ) each capitalized letter that should be lowercase.
Masaccio is credited as the founder of renaissance painting.

An electron moves through a region of uniform electric potential of -200 V with a (total) energy of 500 eV. What are its (a) kinetic energy (in electron-volts), (b) momentum, (c) speed, (d) de Broglie wavelength, and (e) angular wave number?

Without graphing, determine whether each function represents exponential growth or exponential decay. $y=12\left(\frac{17}{10}\right)^{x}$

Use mathematical induction to prove that each conjecture is true for all positive integers n. $2+2^{2}+2^{3}+\cdots+2^{n}=2\left(2^{n}-1\right)$

The half-life of cesium-137 is $30.2$ y. How long will it take for a sample of cesium-137 to decay to $1 / 8$ of its original mass?

For $n \geq 1,$ show that

$$(-13)^{n+1} \equiv(-13)^{n}+(-13)^{n-1}(\bmod 181)$$

[Hint: Notice that $(-13)^{2} \equiv-13+1(\bmod 181) ;$ use induction on $n$]

Distinguish the letter of the situation that best demonstrate the meaning of the phrase persevere.

(a) quit when you get tired, (b) practice until you improve, (c) argue with a referee

A storekeeper goes to the bank to get $\$ 10$ worth of change. She requests twice as many quarters as half dollars, twice as many dimes as quarters, three times as many nickels as dimes, and no pennies or dollars. How many of each coin did the storekeeper get?

You want to borrow $115,000 from your local bank to buy a new sailboat. You can afford to make monthly payments of$2,250, but no more. Assuming monthly compounding, what is the highest rate you can afford on a $60$-month APR loan?

You select the letter A from the group G, B, L, A, O, K, Z, E. Without replacing the A, you select a second letter. Find each probability. P(consonant)

Use a calculator. Use the approximate annual percentage rate formula. Chuong Ngo borrows $2500 from a bank that advertises a 9% simple interest rate and repays the loan in three equal monthly payments. Estimate the APR. Round to the nearest tenth of a percent.