equation 3 x minus y equal to 3 and equation to 9 x minus 3 Y equal to 9 in elimination method
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Hey mate thank for the question
Hope it helps
ATP=>
3x-y=3--------(1)
9x-3y=9-------(2)
Multiplying eq (1) by 3 and subtracting
9x-3y=9
9x-3y=9
- + -
--------
0
Answered by
1
solution:-
3x-y= 3…..................…(1)
9x-3y=9
3( 3x-y)=9
3x-y= 3..........................(2)
from (1) and (2) we see that all the coefficients of x and y in both eqns are equal and there values in RHS are also equal.
therefore
when eliminate y itself from(1)
or from(2)
this is possible only when y=0
eqn=>. 3x= 3
x= 1.
when eleminate x itself from(1)
or from(2)
this is possible only when x=0
eqn=> -y= 3
y= -3
answer is (x,y): ( 1,0) 0,-3)
but this eqn represents a line segment and values of x and y are represented by coordinate of all points lie on this line segment.
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