How do you write #y=(1/4)x+(3/4)# in standard form?

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Answer 1 · 2015-07-05T07:10:03

Multiply both sides times 4. Move the x and y terms to the left side. Multiply both sides times -1.

Standard form for a linear equation is #"A"x+"B"y="C"#.

#y=1/4x+3/4#

Multiply both sides of the equation by #4#.

#4y=x+3#

Subtract #x# from both sides.

#-x+4y=3#

Multiply both sides times #-1#.

#x-4y=-3#