Question

TOIN Graph: f(x) = 4 Step 1: Calculate the initial value of the function. f(0) = ✓ 0 1 4 F​

Answer 1

In the TOIN Graph
`\(f(x) = 4\),` the initial value of the function,
`\(f(0)\), is \(4\).` Therefore, the correct answer is C
`\(4\)`.

In the context of the TOIN Graph
`\(f(x) = 4\)`, the question prompts us to determine the initial value of the function by evaluating
`\(f(0)\).` This process involves substituting
`\(x = 0\)`into the function. In mathematical terms,
`\(f(0)\)` denotes the value of the function at the input
`\(x = 0\)`.

For the given function
`\(f(x) = 4\)` , when
`\(x = 0\)` , the expression becomes
`\(f(0) = 4\).` Therefore, the initial value of the function is 4. This result indicates that at the starting point, when \(x\) is zero, the function
`\(f(x)\)`yields a value of 4.

The answer to the question, "Calculate the initial value of the function,
`(f(0)\),` This value signifies the baseline or starting point of the function as determined by the provided TOIN Graph. Hence, option C, which corresponds to the value
`\(4\)`, is the correct answer based on the given statement.

The probable question maybe:

"If the function is defined by the TOIN Graph:
`\(f(x) = 4\)`, what is the initial value of the function? Calculate
`\(f(0)\).`

Answer options:

A. 0

B. 1

C. 4 (Correct answer based on the statement)

D. Undefined