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∠V and ∠UWV are supplementary. Complete the proof that △UWX~△TVX.XWVTUStatementReason1∠

∠V and ∠UWV are supplementary. Complete the proof that △UWX~△TVX.XWVTUStatementReason-example-1

1 Answer

1 vote

Given:

Find-:

Reason for a given statement

Explanation-:

Angle


m\angle UWX+m\angle UWV

For straight-line property is:

So for a given triangle is:

So,


m\angle UWX+m\angle UWV=180

Angle forming a linear pair sum to 180

∠V and ∠UWV are supplementary. Complete the proof that △UWX~△TVX.XWVTUStatementReason-example-1
∠V and ∠UWV are supplementary. Complete the proof that △UWX~△TVX.XWVTUStatementReason-example-2
∠V and ∠UWV are supplementary. Complete the proof that △UWX~△TVX.XWVTUStatementReason-example-3
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