- Properties of Real Numbers
- Home
- Identifying Like Terms
- Combining like terms: Whole number coefficients
- Introduction to properties of addition
- Multiplying a constant and a linear monomial
- Distributive property: Whole Number coefficients
- Factoring a linear binomial
- Identifying parts in an algebraic expression
- Identifying equivalent algebraic expressions
- Introduction to properties of multiplication

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Following quiz provides Multiple Choice Questions (MCQs) related to **Identifying Like Terms**. You will have to read all the given answers and click over the correct answer. If you are not sure about the answer then you can check the answer using **Show Answer** button. You can use **Next Quiz** button to check new set of questions in the quiz.

**Step 1:**

Like terms consist of same variables raised to same exponents.

**Step 2:**

The following are like terms because each term consists of variables, xy, and a numeric coefficient.

6xy, 4xy, −13xy

**Step 1:**

Like terms consist of same variables raised to same exponents.

**Step 2:**

The following are like terms because each term consists of variable, p, and a numeric coefficient.

7p, 8p

**Step 1:**

Like terms consist of same variables raised to same exponents.

**Step 2:**

The following are like terms because each term consists of variable, a, and a numeric coefficient.

3a, −4a, 7a

**Step 3:**

The following are like terms because each term consists of variable, b, and a numeric coefficient.

5b, 8b

**Step 1:**

Like terms consist of same variables raised to same exponents.

**Step 2:**

The following are like terms because each term consists of variable, m, and a numeric coefficient.

6m, −7m, 11m

**Step 3:**

The following are like terms because each term consists of variable, n, and a numeric coefficient.

2n, 3n

**Step 1:**

Like terms consist of same variables raised to same exponents.

**Step 2:**

The following are like terms because each term consists of variable, x, and a numeric coefficient.

5x, 6x, 10x

**Step 3:**

The following are like terms because each term consists of variable, y, and a numeric coefficient.

−3y, 7y

**Step 1:**

Like terms consist of same variables raised to same exponents.

**Step 2:**

The following are like terms because each term consists of variable, m, and a numeric coefficient.

15m, −4m, 12m

**Step 3:**

The following are like terms because each term consists of variable, n, and a numeric coefficient.

n, 2n

**Step 1:**

Like terms consist of same variables raised to same exponents.

**Step 2:**

The following are like terms because each term consists of variables, xy, and a numeric coefficient.

5xy, 12xy, −11xy

**Step 1:**

Like terms consist of same variables raised to same exponents.

**Step 2:**

The following are like terms because each term consists of variables, a^{2}b, and a numeric coefficient.

3a^{2}b, 7a^{2}b

**Step 3:**

The following are like terms because each term consists of variables, ab^{2}, and a numeric coefficient.

6ab^{2}, −9ab^{2}

**Step 1:**

Like terms consist of same variables raised to same exponents.

**Step 2:**

The following are like terms because each term consists of variables, xyz, and a numeric coefficient.

7xyz, 14xyz

**Step 3:**

The following are like terms because each term consists of variable, xy, and a numeric coefficient.

−5xy, 8xy

**Step 1:**

Like terms consist of same variables raised to same exponents.

**Step 2:**

The following are like terms because each term consists of variables, m^{2}n, and a numeric coefficient.

5 m^{2}n, 8 m^{2}n

**Step 3:**

The following are like terms because each term consists of variable, mn, and a numeric coefficient.

6mn, −9mn

identifying_like_terms.htm

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