Expanding the first equation:
(36y^2 - 1) - (36y^2 + 8y) = -1236y^2 - 1 - 36y^2 - 8y = -12-8y - 1 = -12-8y = -11y = 11/8
Expanding the second equation:
4y(3y-1) - 2y(6y+8) = 5312y^2 - 4y - 12y^2 - 16y = 53-20y = 53y = -53/20
Solving the third equation:
5 - 3y - 4y + 2y = y - 8 - y + 15 - 5y = -7-5y = -12y = 12/5
Thus, the values of y that satisfy the equations are y = 11/8, y = -53/20, and y = 12/5.
Expanding the first equation:
(36y^2 - 1) - (36y^2 + 8y) = -12
36y^2 - 1 - 36y^2 - 8y = -12
-8y - 1 = -12
-8y = -11
y = 11/8
Expanding the second equation:
4y(3y-1) - 2y(6y+8) = 53
12y^2 - 4y - 12y^2 - 16y = 53
-20y = 53
y = -53/20
Solving the third equation:
5 - 3y - 4y + 2y = y - 8 - y + 1
5 - 5y = -7
-5y = -12
y = 12/5
Thus, the values of y that satisfy the equations are y = 11/8, y = -53/20, and y = 12/5.