Coefficient of x in - 9xy²z is
(a) 9yz
(b) -9yz
(c) 9y²z
(d) -9y²z
Solution:
Given, the expression is - 9xy²z.
We have to find the coefficient of x in the given expression.
Coefficient is the numerical factor in a term.
Sometimes, any factor in a term is called the coefficient of the remaining part of the term.
From the expression,
We observe that - 9xy²z = - 9y²z(x)
Therefore, the coefficient of x is - 9y²z.
✦ Try This: The coefficient of xy in x²zy + 9xyz - z²x is
Given, the expression is x²zy + 9xyz - z²x.
We have to find the coefficient of xy in the given expression.
Coefficient is the numerical factor in a term.
Sometimes, any factor in a term is called the coefficient of the remaining part of the term.
From the expression,
We observe that 9xyz = 9z(xy)
Therefore, the coefficient of xy is 9z.
☛ Also Check: NCERT Solutions for Class 7 Maths Chapter 12
NCERT Exemplar Class 7 Maths Chapter 10 Problem 5
Coefficient of x in -9xy²z is (a) 9yz (b) -9yz (c) 9y²z (d) -9y²z
Summary:
Coefficient of x in -9xy²z is -9y²z.
☛ Related Questions:
- Which of the following is a pair of like terms (a) –7xy²z, – 7x²yz (b) – 10xyz², 3xyz² (c) 3xyz, 3 . . . .
- Identify the binomial out of the following. (a) 3xy² + 5y – x²y (b) x²y – 5y – x²y (c) xy + yz + zx . . . .
- The sum of x⁴ – xy + 2y² and –x⁴ + xy + 2y² is (a) Monomial and polynomial in y (b) Binomial and Pol . . . .
visual curriculum