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If m/_VYU=67^(@), then what is m/_TYW ?

1717. If m∠VYU=67∘ \mathrm{m} \angle V Y U=67^{\circ} , then what is m∠TYW \mathrm{m} \angle T Y W ?

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Q. 1717. If m∠VYU=67∘ \mathrm{m} \angle V Y U=67^{\circ} , then what is m∠TYW \mathrm{m} \angle T Y W ?
  1. Identify Relationship: Identify the relationship between angles VYUVYU and TYWTYW. Since no diagram is provided, we'll assume that VYUVYU and TYWTYW are supplementary angles (they add up to 180180 degrees) because that's a common scenario in geometry problems.
  2. Calculate Angle TYW: Calculate the measure of angle TYW by subtracting the measure of angle VYU from 180∘180^\circ: 180∘−67∘=113∘180^\circ - 67^\circ = 113^\circ.
  3. Check Calculation: Check the calculation to ensure there are no arithmetic errors. 180−67180 - 67 does indeed equal 113113, so the calculation is correct.

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