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two side lengths of a triangle are 15 and 23. find the range of possibl…

Question

two side lengths of a triangle are 15 and 23. find the range of possible lengths for the third side.

\\(15 + 23 = 38\\)

\\(23 - 15 = 8\\)

write the range of values as an inequality with no spaces. use lowercase x as your variable.

Explanation:

Apply the Triangle Inequality Theorem

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Answer:

Two side lengths of a triangle are 15 and 23. Find the range of possible lengths for the third side.
\(15 + 23 =\) <blank>38</blank>
\(23 - 15 =\) <blank>8</blank>
Write the range of values as an inequality with no spaces. Use lowercase x as your variable.
<blank>\(8