Solve the following
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[(y – (4 – 3y))/ (2y – (3 + 4y))] = 1/5
[(y – (4 – 3y))/ (2y – (3 + 4y))] = 1/5(y – 4 + 3y)/ (2y – 3 – 4y) = 1/5
[(y – (4 – 3y))/ (2y – (3 + 4y))] = 1/5(y – 4 + 3y)/ (2y – 3 – 4y) = 1/5(-4y – 4)/ (2y – 3) = 1/5
by cross multiplication
5 × (-4y – 4) = 1 × (2y – 3)
20y – 20 = 2y
20y – 2y = 20 – 3
22 y = 17
y = 17/22
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