Practice the questions given in the worksheet on dividing monomials. The questions are based on dividing the term of the monomial by the term of the monomial and then simplify.

**Note:** When we divide two
monomials we need to divide their coefficients and then divide their variables.
In case of exponents with the same base we need to subtract their powers since
we know that division is related to subtraction.

**1.
Divide a monomial by a monomial:**

(ii) 14m

(iii) 15a

(iv) 48m

(v) (-76a

(vi) 24m

(vii) 27x

(viii) abz

(ix) (-35m

(x) m^3n

**2.
Simplify the division of the monomials:**

(ii) (4x

(iii) (12p

(iv) (-x

(v) (15a

(vi) (-16m

(vii) (-48x

(viii) (35m

(ix) (63p

(x) (7x

**3.** **Divide first monomial by the
second monomial:**

(i) 14ab, 2b

(ii) 45x(iii) 12ax

(iv) 15u

(v) 18mn

(vi) 56a

(vii) 102a

(viii) (-80w

(ix) 48x

(x) 45a

**4.** **Divide the following
monomials and write the answer in simplest form: **

(i) (36ab) ÷ (-9b)

(ii) (28p(iii) (16p

(iv) (-50a

(v) (-36a

(vi) (16m) ÷ (-4)

(vii) (20a

(viii) (30y

(ix) (14x

(x) (50m

Answers for the worksheet on dividing monomials are given below to check the exact answers of the above questions on division of monomials.

**Answers:**

**1.** (i) 3x

(ii) 2mn

(iii)(5a(iv) -(4m)/n

(v) 4ab

(vi) 4n

(vii) -27x

(viii) -bz

(ix) -5m

(x) mn

(ii) 4xz

(iii) -4p

(iv) x

(v) 3a

(vi) 4m

(vii) 6x

(viii) 5m

(ix) 7p

(x) -1

(ii) 15x

(iii) 2ay

(iv) -15u

(v) 6n

(vi) 8a

(vii) 51a

(viii) -8wy

(ix) -6xy

(x) 5a

(ii) -7pq

(iii) -8p

(iv) 10b

(v) -9am

(vi) -4m

(vii) 4a

(viii) -3

(ix) 7xy

(x) 25mn

**● ****Terms of an Algebraic Expression - Worksheet**

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Worksheet on Addition of Polynomials

Worksheet on Subtraction of Polynomials

Worksheet on Addition and Subtraction of Polynomials

Worksheet on Adding and Subtracting Polynomials

Worksheet on Multiplying Monomials

Worksheet on Multiplying Monomial and Binomial

Worksheet on Multiplying Monomial and Polynomial

Worksheet on Multiplying Binomials

Worksheet on Dividing Monomials

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