To find g(14), we first need to understand the function gx. The equation given is gx = 3x + ex, where e represents Euler’s number (approximately 2.71828). This function shows a relationship between x and g.
To find g(14), we can substitute x with 14 in the equation:
g(14) = 3(14) + e(14).
Calculating this step-by-step:
- 3(14) = 42
- e(14) = e raised to the power of 14, which is approximately 1202604.28
Now, we combine these results:
g(14) = 42 + e(14) ≈ 42 + 1202604.28 ≈ 1202646.28.
Thus, g(14) is approximately 1202646.28.