What is the coefficient of z in the polynomial 4z^3 + 5z^2 - 11? — Mathematics Part 1

Question 5 of 49beginner🧠 RememberVery Short1 mark

What is the coefficient of z in the polynomial $4z^{3}$ + $5z^{2}$ - 11?

Correct Answer

Exercise: EXERCISE SET 2.1 | Q: 4 | (Page 4)

For More Understanding

Explanation

In the given polynomial $4z^{3}$ + $5z^{2}$ - 11, the terms are $4z^{3}$ , $5z^{2}$ , and -11. The coefficients are the numerical values multiplying the respective powers of the variable. Since there is no 'z' term present, it can be considered as 0z. Therefore, the coefficient of z is 0.

Solution Steps

Step 1: Identify the given polynomial: $4z^{3}$ + $5z^{2}$ - 11.
Step 2: Look for the term containing the variable z.
Step 3: Since there is no z term, it can be written as 0z.
Step 4: Conclude that the coefficient of z is 0.

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