Real Numbers
Ordering & Approximating
Simple/Compound Interest
Proportional v Nonproportional
Direct Variation
100

which of the following represents the relationship between rational and irrational numbers?<img data-fr-image-pasted="true" src="data:image/png;base64,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

F

100

Put the following numbers in order from LEAST to GREATEST.

21.6, 21.5, 21.8, 21.08, 21

21, 21.08, 21.5, 21.6, 21.8

100

Nathaniel deposited $1,850 into an account. He made no additional deposits of withdrawals. He earned 3.75% annual simple interest on the money in the account. What was the balance in dollars and cents in Mr. Dempsey’s account at the end of 6 years?

416.25

100


H

100

The number of miles varies directly with hours. Isaiah traveled 330 miles in 6 hours. How many miles can he travel in 2 hours?

110 miles

200

Rational and Irrational numbers are ________ (similar or different). This means they are in _____ (different or the same) family.

different. different families

200

Put the following numbers from COLDEST to WARMEST:

33.04, 32, 31.66, 30

30, 31.66, 32, 33.04

200

Two customers took out a loan from the bank in order to pay for a car.

• Aaron took out a 3-year loan for $3000 and paid 4.9% annual simple interest rate

• Tamara took out a 5-year loan for $3000 and paid 4.6% annual simple interest rate

What is the difference between the amounts of interest Aaron and Tamara paid for their loans?

249

200

Which table represents a proportional relationship between the number of problems completed, y, and the number of minutes spent on each problem, x?


A

200

The value of y varies directly with x. When y = 40,   x = 4

What is the value of y when x is 12 ?

120

300

What types/families of numbers are found in rational numbers?

Hint: There are 3

natural, whole, and integers

300

Which best represents the value of √ 202

B

300

Balance means ______.

Interest is the _____ number. 

Total is the _______ number. 

Sum means _____.

Difference means _______.

Balance means total.

Interest is the smaller number. 

Total is the bigger number. 

Sum means add.

Difference means subtract.

300

What is the rate of change of pages read per minute?

2.5 pages per minute

300

The value of y varies directly with x. When y = 40, x = 4/5

What is the value of y when x is 3.25 ?

162.5