SOLUTION: Algebra 1 work sheet 1.4 equations and inequalities word problems The width of a coccer field cannot be greater than 100 yeards. The area cannot be greater than 13,000 square

Question 209997: Algebra 1 work sheet 1.4 equations and inequalities word problems
The width of a coccer field cannot be greater than 100 yeards. The area cannot be greater than 13,000 square yards. Write an inequality you would use to find the possible lengths of a soccer field?
can anyone understand this
Answer by Alan3354(69443) (Show Source): You can put this solution on YOUR website!
The width of a coccer field cannot be greater than 100 yeards. The area cannot be greater than 13,000 square yards. Write an inequality you would use to find the possible lengths of a soccer field?
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w<=100 width can be 100 yds, but not greater, so it's less than or = 100
Area = l*w
A <=13000
l = A/w
Since there's no minimum width, 13000/w is without limit.
The field can be 1 foot wide and 13000 feet long, or 1 inch wide and 156,000 feet long.
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There's no minimum area either, so the length can be near zero.
length>0
is it.
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