SOLUTION: The length of a rectangle should be 10 m longer than two times the width if the link must be between 34 and 58 m long what are the restrictions for the with M ?

Question 1094653: The length of a rectangle should be 10 m longer than two times the width if the link must be between 34 and 58 m long what are the restrictions for the with M ?
Found 2 solutions by ikleyn, greenestamps:
Answer by ikleyn(53763) (Show Source): You can put this solution on YOUR website!
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The length of a rectangle should be 10 m longer than two times the width
if the link must be between 34 and 58 m long what are the restrictions for the with M ?
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The condition mentions the term "the link".

This term is not something commonly accepted in algebra or geometry in connection with rectangle.

So, this term has a "hidden meaning" in this problem.

It is not a way to present/to formulate math problem by including terms with "hidden meaning".

Answer by greenestamps(13334) (Show Source): You can put this solution on YOUR website!

Let the width be x; then the length is 2x+10. If the length must be between 34 and 58, then

The width must be between 12m and 24m.
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