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What is the length of the unlabeled leg of the triangle?

What is the length of the unlabeled leg of the triangle?-example-1
User Yusuf Cum
by
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1 Answer

12 votes
12 votes

Answer: It is 5

Explanation:


A^(2) +
B^(2)=
C^(2)

In this case A^2 is what we don't know.

B is 12 and C is 13.

The equation would now be ?+
12^(2)=
13^(2)


12^(2)=144


13^(2)= 169

so the equation is now, ?+144=169 so if you subtract, 144 from 169 to find out what "?" is, it will be 25

so if you square root
√(25) , it will be 5 (hence
5^(2) being 25)

*I hope this helps!!*

User Niklasae
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3.8k points