Question

Consider the function g(P,Q)=max(x )+max(y), where max(a,b) denotes the larger of the two numbers a and b.

Answer 1

The function g(P,Q) = max(x) + max(y) represents the maximum value between x and y for each variable, P and Q. To find the maximum value of the function, determine the maximum value for x and y and add them together.

Step-by-step explanation:

The function g(P,Q) = max(x) + max(y) represents the maximum value between x and y for each variable, P and Q. To find the maximum value of the function, we need to determine the maximum value for x and y.

1. Find the maximum value for x by comparing the values of x in the given range.
2. Find the maximum value for y by comparing the values of y in the given range.
3. Add the maximum values of x and y together to find the maximum value of g(P,Q).

For example, if the maximum value of x is 5 and the maximum value of y is 8, then g(P,Q) = max(5) + max(8) = 5 + 8 = 13.