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The two sides of a triangle have lengths 10 and 18. Which inequalities describe the values that possible lengths for the third side?
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\[a) 8 \le x \le 28 or b) 8 < x < 28 c) 10 < x < 18 d) 10 \le x \le 18\]
those are our options
Let x equal the third side. \[10 + 18 \ge x\]
0<x<10+18 (x can't be 0)
and it also can't be equal to 10+18, that would be a straight line
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so It's not C?
This is my first time doing a problem like this, so I need a clear explanation
you can call it "c", if you want... "x" is used for any unknown number
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