Less, Equal, Great
Rational & Irrational
Name that Property
Decimal Place
Inverse
100

.8888..... is < .8 

No, .8888.. is repeating and therefor greater than terminating.8 

100

The square  root of 64?

Rational 

100

Quotient of Powers Property 

100

.08 would be what in fraction form?

.08/100

100

Solve it?

21 = 7XB

B = 3 

We divide 

200

-9 divided by 4 = -2.25 ?

Yes, They are the same. 

200

What is 7.3467528.....?

Irrational 

200

(x2y3)5?

Power of Product Property 

200

if the decimal is repeating .28, what would the fraction be? 

28/99 because we minus 1 from the denominator because it is repeating. 

200

37 = -8 + C


45 Subtract 

300
The cubed root of 367 is > 8?

No, the cubed root is 7.15

300

square root of -4?

Rational because it is an integer being -2.

300


Product of Powers Property 

300

What place is the decimal? .9876

Ten thousandths

300

80 = J divided by 12

960 We multiple 

400

45 squared is what? 

2025 

45 squared = 45 X 45 


400

These types of numbers will always be rational?

Natural, Whole, Integers, repeating decimals that don't terminate, fractions 

400

How do we know when to add exponents together instead of multiply them? 

We add exponents when two of the same base' are the same and are being multiplied. 

400

When making fractions into decimals, where is the last number placed in this equation? 


7.888888

Millionths 

400
 754 =  -29 X C

-26 we divide 

500

(2X^2)^2 is = 4X^4

Yes, the 2 distributes to the 2 which makes it 4. and X times 2 = 4. 

500

2.87878778......

Irrational because it is non repeating. 

500

How do we know when to use Power of Product instead of Power of a Power Property? 


What is the answer? 

(7X^2)^-14

When an exponent and inside and outside the parethesis we multiply. When an exponent, and multiple variables / numbers are inside the parenthesis with an exponent outside, each component takes on the multiplied exponents. 


= 7^-14X^-28

500

Which decimal is greatest?

.766

..7664

.76 repeated

.766 

500

When multiplying and dividing we change the negatives and positive signs. 

False