3 years ago
find all function values f(x) such that the distance from f(x) to the value 8 is less than 0.03 units. Express this using absolute value notation.
1 Answers
Best Answer
dianakrallarleneschnitzerconcerthall Staff answered 3 years ago
dianakrallarleneschnitzerconcerthall Staff answered 3 years ago
Given:
Distance from f(x)to the value 8 is less than 0.33 units
Calculation:
The given statement is distance from f(x)to the value 8 is less than 0.33 units
Distance from f(x)to the value 8
F(x) = |x-8|
Distance from f(x)to the value 8 is less than 0.33 units
f(x) = |x — 8| + 0.33
Conclusion:
Thus, the absolute value equation is f(x) = |x — 8| + 0.33
Distance from f(x)to the value 8 is less than 0.33 units
Calculation:
The given statement is distance from f(x)to the value 8 is less than 0.33 units
Distance from f(x)to the value 8
F(x) = |x-8|
Distance from f(x)to the value 8 is less than 0.33 units
f(x) = |x — 8| + 0.33
Conclusion:
Thus, the absolute value equation is f(x) = |x — 8| + 0.33