Question

Does 23y+50+27y=50y+50 have one solution, no solution, or infinite solutions

Answer 1

The answer is infinite solutions.

subtract 50 from each side to get 
23y+27y=50y

ad 23y and 27y to get 50y
50y=50y
and no matter what number you put in place you get the correct answer

Answer 2

Answer:

Infinite solutions

Step-by-step explanation:

To find the number of solutions the equation above has, we will follow the steps below:

23y+50+27y=50y+50

First, we will collect like term, that is, we will move all those values with y variables to the left-side and then move all the constants to the right-hand side. Thus;

23y + 27 y - 50y = 50 -50

50y - 50y = 0

50y = 50 y

Therefore, this equation has an infinite solution