In a certain triangle, the angle of the greatest measure measures 75 degrees more than the angle of the least measure. If one-third the sum of the degree measures of the smallest and the largest angles is equal to the degree measure of the remaining angle, what is the degree measure of each angle of the triangle?
A. Largest angle = 105, Middle angle = 45, Smallest angle = 30
B. Largest angle = 100, Middle angle = 50, Smallest angle = 30
C. Largest angle = 115, Middle angle = 45, Smallest angle = 40
D. Largest angle = 120, Middle angle = 45, Smallest angle = 15

Question

In a certain triangle, the angle of the greatest measure measures 75 degrees more than the angle of the least measure. If one-third the sum of the degree measures of the smallest and the largest angles is equal to the degree measure of the remaining angle, what is the degree measure of each angle of the triangle?
A. Largest angle = 105, Middle angle = 45, Smallest angle = 30 
 B. Largest angle = 100, Middle angle = 50, Smallest angle = 30 
 C. Largest angle = 115, Middle angle = 45, Smallest angle = 40 
  D. Largest angle = 120, Middle angle = 45, Smallest angle = 15