Chapter 1: Q 1.42. (page 32)

Identify the coefficient of each term:
$(a) 9 p (b) 13 a^{3} (c) y^{3}$

Short Answer

Expert verified

Part (a) 9

Part (b) 13

Part (c) 1

Step by step solution

Part (a) Step 1. Given information.

The given terms are:

$(a) 9 p$

$(b) 13 a^{3} (c) y^{3}$

We have to identify the coefficient of each given term.

Part (a) Step 2. Use the definition of the coefficient to identify the coefficient.

The coefficient of a term is the constant that multiplies the variable in a term.

Therefore, the coefficient of $9 p is 9$ .

Part (b) Step 1. Find the coefficient of 13a3.

The coefficient of $13 a^{3} is 13$ .

Part (c) Step 1. Find the coefficient of y3.

The coefficient of $y^{3} is 1$ .

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Identify the coefficient of each term:
$(a) 9 p (b) 13 a^{3} (c) y^{3}$

Short Answer

Step by step solution

Part (a) Step 1. Given information.

Part (a) Step 2. Use the definition of the coefficient to identify the coefficient.

Part (b) Step 1. Find the coefficient of 13a3.

Part (c) Step 1. Find the coefficient of y3.

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Identify the coefficient of each term:a9pb13a3cy3

Short Answer

Step by step solution

Part (a) Step 1. Given information.

Part (a) Step 2. Use the definition of the coefficient to identify the coefficient.

Part (b) Step 1. Find the coefficient of 13a3.

Part (c) Step 1. Find the coefficient of y3.

One App. One Place for Learning.

Most popular questions from this chapter

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Identify the coefficient of each term:
$(a) 9 p (b) 13 a^{3} (c) y^{3}$