Stephan has been gaining weight at 1.5 pounds a week from his original weight of 120 pounds. Seth is losing weight at 2.5 pounds
a week from his original weight of 184 pounds. How much will Seth and Stephan weigh when they are the same weight?
1 answer:
They will both weight 144 pounds when they are the same weight.
<h3>How to find how much they will weigh when they are the same weight?</h3>
Stephan has been gaining weight at 1.5 pounds a week from his original weight of 120 pounds.
let
the number of weeks = x
Therefore,
y = 120 + 1.5x
Seth is losing weight at 2.5 pounds a week from his original weight of 184 pounds.
Therefore,
y = 184 - 2.5x
Hence,
120 + 1.5x = 184 - 2.5x
120 - 184 = -2.5x - 1.5x
- 64 = - 4x
x = -64 / -4
x = 16
y = 120 + 1.5(16) = 120 + 24 = 144
y = 184 - 2.5(16) = 184 - 40 = 144
learn more on weight here:brainly.com/question/15101945
#SPJ1
You might be interested in
the answer to the question is 67.38
Answer:
The answer for x is
x=0.35262048
Answer:
x = 0.5y^2 - 5.
Step-by-step explanation:
2x=y^2-10
Divide both sides by 2:
x = 0.5y^2 - 5