ALGEBRA

Question 1

Expressions that consist of variables and coefficients. It has many terms.

Answer 1

Polynomial

Question 2

Originated from the Greek poly, meaning “many”, and the Latin nomen, or “name”.

Answer 2

Polynomial

Question 3

A polynomial, which has only one term.

Answer 3

Monomial

Question 4

An algebraic expression with a single term but can have multiple variables and a higher degree too.

Answer 4

Monomial

Question 5

Comes from Latin, mono meaning one and mial meaning term.

Answer 5

Monomial

Question 6

When you subtract monomial by another, you need to _______ the exponents.

Answer 6

Keep

Question 7

When _______ monomial by another, you need to keep the exponents.

Answer 7

Adding

Question 8

When you ______ one monomial by another, you need to add the exponents.

Answer 8

Multiply

Question 9

When ________ one monomial by another, you need to subtract the _______.

Answer 9

Dividing, Exponents

Question 10

An algebraic expression consisting of the sum or difference of two terms.

Answer 10

Binomial

Question 11

Was discovered by Bernoulli, J. in his work entitled Ars Conjectandi (1713).

Answer 11

Binomial

Question 12

_____ in binomial means two.

Answer 12

Bi

Question 14

Multiplying Integers Rules:

Positive × Positive = ?
Negative × Negative = ?
Positive × Negative = Negative
Negative × Positive = ?

Answer 14

Positive, Positive, Negative

Question 15

Division of Integer Rules:

Positive ÷ Positive = ?
Negative ÷ Negative = Positive
Positive ÷ Negative = ?
Negative ÷ Positive = ?

Answer 15

Positive, Negative, Negative

Question 16

Addition of Integer Rules:

Positive + Positive = ?
Negative + Negative = ?
Positive + Negative = ?
Negative + Positive = ?

Answer 16

Add, Add, Subtract, Subtract

Question 17

Sutracting Integers Rules:

Positive - Positive = Add
Negative - Negative = ?
Positive - Negative = ?
Negative - Positive = ?

Answer 17

Add, Subtract, Subtract

Question 18

What is x to the third power?

Answer 18

X to the third power is basically x × x × x. It means that we’re multiplying three x variables together.

Question 19

What is x to the fourth power?

Answer 19

X to the fourth power means that we’re multiplying four x variables together.

Question 20

Whenever you raised an exponent to another exponent you need to _________ those two exponents.

Answer 20

Multiply

Question 21

Anything raised to the zero power is _______. So even if you were to see a huge problem with a lot of variable, if it’s raised to the zero power the final answer is simply ______.

Answer 21

One

Question 22

Whenever you multiply an even number of Negative signs, it’s going to give you a _______ answer.

Answer 22

Negative

Question 23

When multiplying a binomial to a binomial, initially you should get _____ terms before you add or subtract any like terms.

Answer 23

Four

Question 24

What do you call this method where F means first, O is for outer, I is for inner, and L is for the last?

Answer 24

FOIL Method

Question 25

Those that contain the same variables to the same powers, possibly with different coefficients.

Answer 25

Like terms

Question 26

The largest factor that all the numbers share

Answer 26

Greastest Common Factor (GCF)

Question 27

A number that can be expressed as the product of an integer by itself or as the second exponent of an integer.

Answer 27

Perfect Square

Question 28

A factor of a number that, when multiplied by itself, gives the original number.

Answer 28

Square Root