Write the coefficient and the degree of each of the following monomials.

(1) 23x³ (2) 18

(3) –6m⁵ (4)

(5) a² (6) –10n²

(7) (8) 4y

(9) x (10)

(11) –15s³ (12) 18z⁶

(13) 4t⁸ (14) –17p

(15)

(1) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial 23 is multiplied to x³ and hence the coefficient is 23 and the degree is 3.

(2) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial 18 is multiplied to x⁰ and hence the coefficient is 18 and the degree is 0.

(3) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial -6 is multiplied to m⁵ and hence the coefficient is -6 and the degree is 5.

(4) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial 11/5 is multiplied to y and hence the coefficient is 11/5 and the degree is 1.

(5) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial 1 is multiplied to a² and hence the coefficient is 1 and the degree is 2.

(6) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial -10 is multiplied to n² and hence the coefficient is -10 and the degree is 2.

(7) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial -13/9 is multiplied to x⁴ and hence the coefficient is -13/9 and the degree is 4.

(8) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial 4 is multiplied to y and hence the coefficient is y and the degree is 1.

(9) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial 1 is multiplied to x and hence the coefficient is 1 and the degree is 1.

(10) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial -2/5 is multiplied to y³ and hence the coefficient is -2/5 and the degree is 3.

(11) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial -15 is multiplied to s³ and hence the coefficient is -15 and the degree is 3.

(12) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial 18 is multiplied to z⁶ and hence the coefficient is 18 and the degree is 6.

(13) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial 4 is multiplied to t⁸ and hence the coefficient is 4 and the degree is 8.

(14) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial -17 is multiplied to p and hence the coefficient is -17 and the degree is 1.

(15) Coefficient is the constant which is multiplied to the variable and degree represent the power of the variable.

In the monomial 7/9 is multiplied to q⁸ and hence the coefficient is 7/9 and the degree is 8.