High School

Steve is on a weight loss program. His goal weight is 195 pounds. He currently weighs 339 pounds and plans to lose three pounds each week.

How long will it take him to reach his goal?

Let \( w \) represent the number of weeks to reach his goal.

Answer :

Final answer:

It will take Steve 48 weeks to reach his goal of 195 pounds if he consistently loses 3 pounds weekly.

Explanation:

The subject of this problem is mathematics, and it involves solving a simple equation to figure out how long Steve will take to reach his goal weight. We first calculate the total weight Steve needs to lose, which is his current weight subtracted from his goal weight: 339 pounds - 195 pounds = 144 pounds.

Since Steve plans to lose 3 pounds each week, we can divide the total weight he needs to lose by the amount he plans to lose each week: 144 pounds ÷ 3 pounds/week = 48 weeks.

Therefore, it will take Steve 48 weeks to reach his goal of 195 pounds if he consistently loses 3 pounds weekly.

Learn more about Weight Loss Calculation here:

https://brainly.com/question/15607011

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The long will it take him to reach his goal is 48w.

To make it easier to solve the problem above, we change the sentence into a mathematical sentence.

Steven goal weight is 195 pounds. He currently weighs 339 pounds.

So that we know the amount of weight reduced:

= 339 - 195

= 144 pounds

He plans to lose three pounds each week. The long will it take him to reach his goal:

= 144 : 3

= 48 weeks

= 48w

So, the long will it take him to reach his goal is 48w.

To learn more about integer operations at https://brainly.com/question/15184721

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