the lengths of the sides of a sandbox are 9 ft, 6 ft, and n ft. write a compound inequality that describes all possible lengths of n
it sounds like the "box" has only 3 sides... a triangle. the third side of a triangle has to be shorter than the sum of the other two sides and bigger than the difference of the other two sides. can you figure out the longest n can be? and the shortest n can be ?
So the longest is 6?
and the smallest is 14?
you confused me. how can the longest (6) be shorter than the shortest (14)
Side 1 is 9 and side 2 is 6 so 9-6 =3 and 9+6=15
so far, so good. that means the third side (n) has to be between those two numbers. Can you write that down ? example 3 < n is part of the answer
So it has to be 3< n <15?
yes.
Thank you for the help. Have a nice day.
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