Question

write a linear equation where the point of the form (a,a) lies​

Answer 1

Answer:

ans is x+y=2a plzzzz give me brainliest ans and plzzzz follow me

Answer 2

Answer:

point to be noted;

a infinite number of linnes passes through a given distinct point.

you can choose any of them.

most easy one is;

x= y

verification;

if we put ,x=a in the equation,we get;

a=y. ie. y= a .

thus ,the point.(a,a) lies on x= y.

another example;

x+y=2a

verification;

if we put x=a ,in the equation,we get,

a+y=2a

y=2a-a

y=a

thus ,the point (a,a)also lies on ,x+y=a

another example;

2x-a=y

verification;

if we put ,x=a in the equation,we get,

2a-a=y

a=y. ie. y= a.

hence,the point (a,a) also lies on 2x-a=y

another example,

2y-x = a ,

verification;

if we put x= a in the equation,we get,

2y-a=a

2y=a+a

2y=2a

y=a

thus point(a,a) also lies on 2y-X=a.

another example,

2y=a+x

verification,

if we put,x=a,in the equation,we get,

2y=a+a

2y=2a

y=a.

thus , point (a,a) also lies on 2y=a+X.

a lots of such examples are possible.

hope it would help you.

thanking you.

if it's really helpful to u ,

plzzzz mark as brainlist.

thank you. _/\_