Asked by Keishia
                Write Y= 9/4x+3/2 in standard form..
the answer I got was -9/4+y=3/2
I don't understand why I got it wrong
            
        the answer I got was -9/4+y=3/2
I don't understand why I got it wrong
Answers
                    Answered by
            Damon
            
    Ax + By = C
is standard form
here you have
(9/4) x - y = -3/2
multiply both sides by 4 to get rid of fractions
9 x - 4 y = -6
    
is standard form
here you have
(9/4) x - y = -3/2
multiply both sides by 4 to get rid of fractions
9 x - 4 y = -6
                    Answered by
            Reiny
            
    You have lost the x variable
from your equation Y= 9/4x+3/2
multiply each term by 4, the LCD
4y = 9x + 6
<b>0 = 9x - 4y + 6</b> (1)
or <b>9x - 4y = -6</b> (2)
Most texts call version (1) general form
and version (2) standard form
    
from your equation Y= 9/4x+3/2
multiply each term by 4, the LCD
4y = 9x + 6
<b>0 = 9x - 4y + 6</b> (1)
or <b>9x - 4y = -6</b> (2)
Most texts call version (1) general form
and version (2) standard form
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