write a pair of line which has unique solution x=-1,y=3
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Step-by-step explanation:
The required equations are 2x+3y= 72x+3y=7 and 5x+2y= 15x+2y=1
Step-by-step explanation:
Given : A pair of linear equations which has the unique solution x= -1, y=3.
To find : How many such pairs can u write?
Solution :
- Now, We have to make up a pair of linear equations with solution: x=-1 and y =3.
Let, 2x = -22x=−2 and 3y = 93y=9
1st Equation form is 2x+3y= 72x+3y=7
Let, 5x = -55x=−5 and 2y = 62y=6
2nd Equation form is 5x+2y= 15x+2y=1
Therefore, The required equations are 2x+3y= 72x+3y=7 and 5x+2y= 15x+2y=1
Answered by
4
a pair of line which has unique solition means that lines are intersecting at a point.
ax+by+c=0
put x=1,y=3 in eqn
x+3b+c=0 hence infinite lines can be intersect at tgis point
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