If the point (4,3) lie on the linear equation 3x-ay=6.find whether the (-2,-6)also lies on the same graph ?
Answers
Answered by
16
3x-ay=6
point(4,3)
x=4 y=3
3(4)-a(3)=6
12-3a=6
-3a=-6
a=2
so equation is 3x-2y=6
now we have to check point (-2,-6) x=-2 y=-6
3(-2)-2(-6)=6
-6+12=6
6=6
so (-2,-6) lies on the same graph..
point(4,3)
x=4 y=3
3(4)-a(3)=6
12-3a=6
-3a=-6
a=2
so equation is 3x-2y=6
now we have to check point (-2,-6) x=-2 y=-6
3(-2)-2(-6)=6
-6+12=6
6=6
so (-2,-6) lies on the same graph..
Answered by
0
Answer:
The value of 'a' is the point (-2,- 6) lies on same plane 3x- ay =6 (4,3)
Step-by-step explanation:
3 (4)-3a=6
12-3a=6
3a=6-12
3a=-6
a=-6/3
a=2
value of a=2
equation = 3(-2)-2 (-6)
-6+12=6
6=6
I hope this useful
Similar questions