Answer:
y = (-256)/5
Explanation:
Solve for y:
y/32 + 8/5 = 0
Put each term in y/32 + 8/5 over the common denominator 160: y/32 + 8/5 = (5 y)/160 + 256/160:
((5 y)/160 + 256/160) = 0
(5 y)/160 + 256/160 = (5 y + 256)/160:
(1/160 (5 y + 256)) = 0
Multiply both sides of (5 y + 256)/160 = 0 by 160:
(160 (5 y + 256))/160 = 160×0
(160 (5 y + 256))/160 = 160/160×(5 y + 256) = 5 y + 256:
(5 y + 256) = 160×0
0×160 = 0:
5 y + 256 = 0
Subtract 256 from both sides:
5 y + (256 - 256) = -256
256 - 256 = 0:
5 y = -256
Divide both sides of 5 y = -256 by 5:
(5 y)/5 = (-256)/5
5/5 = 1:
Answer: y = (-256)/5