SOLUTION: Find 2 positive numbers whose sum is 300, and whose product is a maximum
Algebra
->
Quadratic Equations and Parabolas
->
Quadratic Equations Lessons
->
Quadratic Equation Lesson
-> SOLUTION: Find 2 positive numbers whose sum is 300, and whose product is a maximum
Log On
Quadratics: solvers
Quadratics
Practice!
Practice
Answers archive
Answers
Lessons
Lessons
Word Problems
Word
In Depth
In
Click here to see ALL problems on Quadratic Equations
Question 921023
:
Find 2 positive numbers whose sum is 300, and whose product is a maximum
Answer by
ewatrrr(24785)
(
Show Source
):
You can
put this solution on YOUR website!
x(300-x)
-x^2 + 300 = 0
-(x - 150)^2 + 22,500
150, 150 product is a maximum at 22,500