solve for x in terms of y

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Solve for x in terms of y Question 2A: Solve for x in terms of y a) 3xy = 8 When you are solving for x in terms of y , it is merely asking you to solve for x. However, you will be left with an algebraic equation with a y in it on the other side. The equation written another way looks like this: 3 × x × y = 8 x × y = 8 3 x = 8 3 ÷ y 1 Multiply the reciprocal x = 8 3y Question 2D: 1 + y 2 + x = 3y 1 + y = 3y(2 + x ) 1 + y = 6 y + 3xy 1 + y = 3y(2 + x ) 1 + y 3y = 2 + x 1 + y 3y 2 1 = x 1 + y 3y 6 y 3y = x 1 5 y 3y = x Question 2E:

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Page 1: Solve for x in terms of y

Solve  for  x  in  terms  of  y    Question  2A:    Solve for x in terms of ya) 3xy = 8When you are solving for x in terms of y, it is merely asking you to solve for x. However, you will be left with an algebraic equation with a y in it on the other side. The equation written another way looks like this:3× x× y = 8

x× y = 83

x = 83÷y1

Multiply the reciprocal

∴ x = 83y

 

Question  2D:    1+ y2+ x

= 3y

1+ y = 3y(2+ x)1+ y = 6y+3xy1+ y = 3y(2+ x)1+ y3y

= 2+ x

1+ y3y

−21= x

1+ y3y

−6y3y

= x

1− 5y3y

= x

 

Question  2E: