In the term $- 6 {ab}^{2} c$ , what is the coefficient of $a b^{2} c$ ?

Open in App

Solution

Expression $- 6 {ab}^{2} c = - 6 \times {ab}^{2} c$
Hence, the coefficient of ${ab}^{2} c$ is $- 6$ .

Suggest Corrections

Similar questions

Q. Identify the like terms in the following algebraic expressions:
(i)

a^{2} + b^{2} - 2 a^{2} + c^{2} + 4 a

(ii)

3 x + 4 x y - 2 y z + \frac{5}{2} z y

(iii)

a b c + a b^{2} c + 2 a c b^{2} + 3 c^{2} a b + b^{2} a c - 2 a^{2} b c + 3 c a b^{2}

Identify the like terms in the following:
(i) a² , b², −2a², c², 4a
(ii) 3x, 4xy, -yz,12zy
(iii) −2xy², x²y, 5y²x, x²z
(iv) abc, ab²c, acb², c²ab, b²ac, a²bc, cab²

Q. What is the coefficient of 'm' in the
term- t+abm

In the term $- 6 a b^{2} c$ , what is the coefficient of $a b c$ ?

In the term $- 6 a b^{2} c$ , what is the coefficient of $a$ ?

Join BYJU'S Learning Program

In the term -6ab2c, what is the coefficient of ab2c?

Expression -6ab2c=-6×ab2cHence, the coefficient of ab2c is -6.

In the term $- 6 {ab}^{2} c$ , what is the coefficient of $a b^{2} c$ ?

Expression $- 6 {ab}^{2} c = - 6 \times {ab}^{2} c$
Hence, the coefficient of ${ab}^{2} c$ is $- 6$ .