The degree of the second angle of a triangle is 4 times of that of the first angle, while the degree of the third angle is 2 / 5 more than the sum of the degrees of the first and second angles

The degree of the second angle of a triangle is 4 times of that of the first angle, while the degree of the third angle is 2 / 5 more than the sum of the degrees of the first and second angles

Let the first angle be X
x+4x+[1+(2/5)*5x=180
5x+7x=180
12x=180
x=15
So the first angle is 15 degrees; the second angle is 15 × 4 = 60 degrees; the third angle is 180-15-60 = 105 degrees