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Find the length of GL in square GHJK.

Find the length of GL in square GHJK.
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Find the length of GL in square GHJK.

Find the length of GL in square GHJK.-example-1
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User Zidar
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1 Answer

4 votes

Answer:

We see that GLH is a right isosceles triangle with hypotenuse GH = 13.

The length of GL is


(13)/( √(2) ) = (13 √(2) )/(2)

answered
User ExilonX
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