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What additional Congruence is needed to prove △UTW≅△VTW by Hypotenuse Leg? ∠UTW≅∠VTW UT≅VT UW≅VW ∠U≅∠V eeeee

What additional Congruence is needed to prove △UTW≅△VTW by Hypotenuse Leg? ∠UTW≅∠VTW UT≅VT UW≅VW ∠U≅∠V eeeee
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What additional Congruence is needed to prove △UTW≅△VTW by Hypotenuse Leg?

∠UTW≅∠VTW
UT≅VT
UW≅VW
∠U≅∠V

eeeee

What additional Congruence is needed to prove △UTW≅△VTW by Hypotenuse Leg? ∠UTW≅∠VTW-example-1
User GSP KS
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1 Answer

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If UTW= VTW it’s correct then all of this are also true

UT=VT
UW=VW LU=LV
User RoyOsherove
by
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