Solve the problem
-A real estate investor is examining a triangular plot of land. She measures each angle of the field. The sum of the first and second angles is 78° more than the measure of the third angle. If the measure of the third angle is Subtracted from the measure of the second angle, the result is twice the measure of the first angle. Find the Measure of each angle. (Note: The sum of the angles of a triangle is 180°.)
A)First angle is 24°, second angle is 103°, third angle is 49°
B)First angle is 30°, second angle is 105°, third angle is 45°
C)First angle is 26°, second angle is 103°, third angle is 51°
D)First angle is 32°, second angle is 99°, third angle is 49°

Question

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The Answer of Solve the problem
-A real estate investor is examining a triangular plot of land. She measures each angle of the field. The sum of the first and second angles is 78° more than the measure of the third angle. If the measure of the third angle is Subtracted from the measure of the second angle, the result is twice the measure of the first angle. Find the Measure of each angle. (Note: The sum of the angles of a triangle is 180°.)
A)First angle is 24°, second angle is 103°, third angle is 49°
B)First angle is 30°, second angle is 105°, third angle is 45°
C)First angle is 26°, second angle is 103°, third angle is 51°
D)First angle is 32°, second angle is 99°, third angle is 49°

Solve the Problem -A Real Estate Investor Is Examining a Triangular Plot of Triangular