Finding the value of x:
The angles (x+95) and (4x-10) are corresponding angles, therefore they are both equal/the same to each other.
As they are equal to each other, you can make the expressions equal to each other to solve for x.
x + 95 = 4x - 10
95 = 3x - 10
105 = 3x
x = 105/3
x = 35
So the value of x is 35.
To find angle ABC:
You can see that angle ABC and (4x-10) are co-interior angles, as they both lie on parallel lines and share another line.
As they are co-interior, the sum of both angles is 180.
Using x = 35 from the previous answer to find the angle (4x-10):
4(35) - 10 = 130
Working out angle ABC:
180 - 130 = 50
So angle ABC must be 50.
