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HELP upvote brainliest Write the statement that would go in the empty box to complete the flow proof below.

Given: W is the midpoint of XY and VZ,
PROVE XVM is congruent to YZW

HELP upvote brainliest Write the statement that would go in the empty box to complete the flow proof below Given W is the midpoint of XY and VZ PROVE XVM is con class=
HELP upvote brainliest Write the statement that would go in the empty box to complete the flow proof below Given W is the midpoint of XY and VZ PROVE XVM is con class=

Respuesta :

Here, ∠WVX = ∠WZY
& ∠W = ∠W  [ Reflexive Property ]

Triangles have the constant sum, so they would be: equal.
WVX + WXV + W = W + WZY + WYZ
WXY = WYZ   [ ∠WVX = ∠WZY ]

Now, As all the angles are equal, we conclude:
ΔXVW ≈ ΔYZW  [ By ASA Postulate ]

Hope this helps!

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