find the measures of two supplementary angles if the difference between the measure of the two angles is 35 degrees. show a diagram

The diagram above shows two adjacent supplementary angles, one labeled \(107.5^\circ\) and the other \(72.5^\circ\), forming a straight line (180°). These angles meet the conditions from the problem.

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Here are 5 related questions:
1. What are complementary angles?
2. How do you find the measures of two angles if their sum is 90° and their difference is known?
3. How do you calculate the third angle in a triangle if two angles are known?
4. What are adjacent angles, and how are they related to supplementary angles?
5. How can you verify if two angles are supplementary in different geometric shapes?

**Tip:** Remember, supplementary angles always sum to 180°, no matter their individual measures.

Find the measures of two supplementary angles if the difference between the measure of the two angles is 35 degrees. Show a diagram.

Learn how to calculate the measures of two supplementary angles when their difference is 35 degrees. The problem involves using the properties of supplementary angles, where the sum of the angles is 180°. A detailed solution and diagram are provided, suitable for students in Grades 6-8.

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