Question

45. Find a solution of x + y = 5 which lies on y-axis​

Answer 1

Answer:  x = 0

               y = 5      

Explanation:

On y-axis , x = 0

so, 0 + y = 5

     y = 5 - 0

     y = 5

than value of x ,

    x + 5 = 5

     x = 5 - 5

     x= 0

Answer 2

Given,

The equation$x+y = 5$ and the equation lies on the y axis

To find,

The solution of x and y

Solution,

The solution to the equation is ($0 , 5$ ) or x $= 0$ and y $= 5$

We are given the equation$x + y = 5$ for which we have to find the solution

It is given that this equation lies on the y axis

So $x = 0$

After putting the value of x$= 0$ in the equation we get y $= 5$

Therefore we can say the solution to the problem is x $= 0$ and y $= 5$

The point of intersection will be ($0 , 5$)

To prove the equation is correct we can put these values in the place of the equation and when we solve the equation the answer will be $0$

Therefore, the solution to the problem is $( 0 , 5)$ or x $=$ $0$ and y $= 5$

Project code: #SPJ3