Question

For the funtion g(x)=-3^2 9x 5 state the minimum/maximum of g(x)

Option a) Minimum
Option b) Maximum
Option c) Neither minimum nor maximum
Option d) Insufficient data

Answer 1

The function g(x) = -81x + 5 does not have a minimum or maximum point.

Step-by-step explanation:

The function is g(x) = -3^2 * 9x + 5 = -9 * 9x + 5 = -81x + 5. Since the coefficient of x is negative, it indicates that the function is a downward sloping line. As there is no x^2 term, the function is a linear function. Linear functions do not have a minimum or maximum point. Therefore, the answer is option c) Neither minimum nor maximum.