How do you write #y + 1 = x + 2 # in standard form?

1 Answer
Jacobi J.
Jan 2, 2018

#y-x=1# is in the form #ax+by=c#

Explanation:

When an equation is in standard form, all of the variable terms will be on one side, and all of the constant terms (numbers) will be on the other side.

#y+1= x+2#

  • Subtract 1 from both sides

#=>y=x+1#

  • Subtract x from both sides

#=>y-x=1#

#y-x=1# is in the form #ax+by=c#, where #a#, #b# and #c# are constants/integers.

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