To find the value of f(x) given the function f(x) = 6x + 4, we can substitute each value of x into the equation and calculate the resulting f(x).
Let’s break it down:
- When x = 8:
f(8) = 6(8) + 4
f(8) = 48 + 4
f(8) = 52 - When x = 2:
f(2) = 6(2) + 4
f(2) = 12 + 4
f(2) = 16 - When x = 16:
f(16) = 6(16) + 4
f(16) = 96 + 4
f(16) = 100 - When x = 44:
f(44) = 6(44) + 4
f(44) = 264 + 4
f(44) = 268 - When x = 52:
f(52) = 6(52) + 4
f(52) = 312 + 4
f(52) = 316
Thus, the values of f(x) for the corresponding x values are:
- f(8) = 52
- f(2) = 16
- f(16) = 100
- f(44) = 268
- f(52) = 316
These calculations show how the output of the function f(x) changes depending on the input value of x. Each different x value yields a different f(x), showcasing the linear relationship defined by the function.