Question 1058767
Let x, y, and z represent the three integers.


Since the sum of the three integers is 246, we can write:


(1) x + y + z = 246


Then, since the sum of the first two is greater than the third by 94, we
can write:


(2) x + y = z + 94


And then, since the third integer is 50 less than the first, we can 
write:


(3) x - 50 = z


Substituting x - 50 in place of x in (2) leaves:


x + y = (x - 50) + 94


x + y = x - 44


y = 44


Then, substituting x - 50 in place of z, and y = 44, in (1) gives:


x + 44 + x - 50 = 246


2x - 6 = 246


2x = 252


x = 126


Finally, the third integer is:


z = x - 50 = 126 - 50 = 76


Solution: The three integers are 126, 44, and 76