Two consecutive integers are such that 3 times larger is 34 more than twice the smaller. what are the integers?

Let x and y be two integers.

From the information they must satisfy the following:

x = y + 1 (two consecutive integers) EQN (1)

3x = 2y + 23 (2 times the smaller is 23 less than 3 times the larger) EQN (2)

Substituting (1) into (2)  yields

3(y+1) = 2y + 34

Solving gives us y = 31 and thus x = 32

The 3rd quadrant as 3x+g5ti=56i: 92d-543