Which of the following graphs represents a function that is neither increasing n

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Question: Which of the following graphs represents a function that is neither increasing nor decreasing?

Options:

Correct Answer: A horizontal line

Solution:

A horizontal line represents a function that is constant, meaning it neither increases nor decreases.

Which of the following graphs represents a function that is neither increasing nor decreasing?

Which of the following graphs represents a function that is neither increasing nor decreasing?

Step 1: Understand what a function is. A function is a relationship where each input has exactly one output.
Step 2: Learn about increasing and decreasing functions. An increasing function goes up as you move from left to right, while a decreasing function goes down.
Step 3: Identify what it means for a function to be neither increasing nor decreasing. This means the function does not go up or down as you move from left to right.
Step 4: Recognize that a horizontal line is a special type of function. It stays at the same level, meaning it does not go up or down.
Step 5: Conclude that a horizontal line represents a function that is constant, which means it is neither increasing nor decreasing.

No concepts available.