اذا كانت النسبه بين قياسي زاويتين متكاملتين ٥:٢ فاوجد قياس كل منهما با المقياس الستيني

The content discusses finding the measures of two complementary angles with a ratio of 5:2. The measure of the first angle is calculated to be 51.42 degrees, while the measure of the second angle is calculated to be 128.57 degrees. The formula used for finding the measure of each angle is 180 multiplied by the corresponding ratio divided by the sum of the ratios. This ratio is used to determine the relationship between the two angles and find their individual measures.