Equations/Inequalities
Simple Interest
Mean Absolute Deviation
Compound Interest
Random
100

What symbol is used in equations?

The equal sign (=).

100

What is the formula and what does each letter stand for?

Formula: I=prt

I= interest

p= principal or the amount of money you start with

r= rate

t= time

100

What are the steps for M.A.D

1. find the mean

2. subtract the mean from each number

3.find the mean of the new numbers

100

What is the formula and what does each letter stand for?

A=p(1+r)^t

A= account balance

p= principal

r= rate

t= time

100

What is credit/loan?

Money you borrow from the back or money you owe.

200

What are all the symbols used in inequalities.

< , > , ≤ , ≥ 

200

Find the interest earned: 

$4000 for 4 years at 5% annual simple interest

$800

200

Find the Mean Absolute Deviation (to the nearest tenth):

4,33,58,11,28,64

18.7

200

Find the interest earned: 

$1500 for 22 years at 9% annual compound interest

$8487.90 interest

200

Solve for r:

7r=7(2r+9)

r = -9

300

Amy had $550 in her savings account when Lisa opened a savings account with zero dollars.

- Amy deposits $20 into her account each week for x weeks.

- Lisa deposits $40 into her account each week for x weeks.

- The accounts did not earn interest

Which inequality represents this situation when the amount of money in Amy's account was greater than the amount of money in Lisa's account?

40x < 550 + 20x

300

Sophia invests $12,350 in an account that earns 4.5% annual simple interest. Assuming she makes no additional deposits or withdrawals, how much interest will Sophia earn after 36 months?

$1667.25 in interest

300

Find the Mean Absolute Deviation:

61,68,63,67,70,62,64

2.9

300

Derrick wants to calculate the interest he would earn from investing $400 into an account that earns 5.5% annual compound interest for 60months. What formula should he use and what should the formula look like? (plug in the numbers)

A=p(1+r)^t

A= 400(1+.055)^5

300

What value of x makes this equation true?

-12x-2(x+9)=5(x+4)

x=-2

400

What value of r is a solution to this equation? 

–1=–5(r+5)–11

r=-7

400

Becky has $50 in a savings account that earns 10% annually. The interest is not compounded. How much interest will she earn in 3 years?

$15.00

400

Find the mean and mean absolute deviation of the amounts spent.

$9,$14,$27,$32,$18

Mean: 20

Mean Absolute Deviation: 7.6

400

Julio invests $6100 into an account that earns 5.2% annual compound interest. If Julio makes no additional deposits or withdrawals, how much interest will he earn in 8 years?

$3050.73 in interest

400

Mike wants to borrow $15,000 for home improvements. He was considering a 5-year loan option represented by A = 15,000(1 + 0.029)^5 or a 3-year loan option represented by A = 15,000(1 + 0.043)^3 where A in both equations represents the total cost of repaying the loan.

Which loan option with Mike repay the least amount of money?

The 3 year loan. ($1701.94)

500

Solve the inequality:

–2.9w≤–3w–0.33

w≤-3.3

500

Find the interest and account balance:

$21000 for 108 months at an 8.8% annual simple interest rate

Interest - $16632.00

Account Balance - $37632.00

500

Find the mean and mean absolute deviation for the points scored below.

32,39,31,35,35,40,33

Mean: 35

Mean Absolute Deviation: 2.6

500

Emma and Paul each invest $2,000 into accounts that warn 6% interest. If Emma's account earns simple interest and Paul's account earns compound interest, what is the values of each person's account after 8 years?

Emma -$2,960

Paul - $3,187.70

500

Daniel's computer broke. The repair costs are $500. Because he does not have any money saved, he will have to get a "payday loan" for the computer repair. He researched 10-day payday loans and found that he will owe $10.50 for every $100 he borrows, plus the money he borrows.

How much will Daniel have to pay back, if he takes the 10-day payday loan?

$438.00