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Mathematics
Sullivan Collins
12 August, 12:05
If f (x) = |x - 4| + 5, find f (1).
10
0
2
8
+3
Answers (
2
)
Brenden Whitehead
12 August, 13:35
0
8
Step-by-step explanation:
you substitute (x) with 1 so the equation would look like this
f (x) = |1-4|+5 so the answer for this is 8 because 1-4 is 3 and 3+5 is 8
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Livia Buckley
12 August, 15:13
0
Step-by-step explanation:
The question is what is f (1) when f (x) = |x - 4| + 5?
Before we start, I want to mention that this function involves the absolute value. The absolute value is when a number is being described as the distance away from the number 0 on a line. When it comes to absolute values, the number is never a negative.
Fore example, |5| = 5, |-235| = 235
So let us go straight into the problem!
f (1) = | (1) - 4| + 5
f (1) = | (-3) | + 5
f (1) = 3 + 5
f (1) = 8
There you go! When we put in an x-value of 1 into the function we will get 8 as the output or outcome!
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