Q52. - Algebra 2

Question

Use$x+y=0$, $x+y=5$ and $x+y=-5$

52.Write a linear equation whose graph is between the graphs of $x+y=0$ and $x+y=5$

Step-by-Step Solution

Answer

$x+y=3$

Step-1 –Concept of finding the points which satisfy the equations

Substitute $x=0$ in each equations and find the value of $y$ and similarly put $y=0$ in each equations and find the value of $x$

Step-2 –Determining the point which satisfies the equations

$(0,0)$Satisfy the equation $x+y=0$ 

$(0,5)$ and $(5,0)$ satisfy the equation $x+y=5$

And, $(0,-5)$and $(-5,0)$ satisfy the equation $x+y=-5$

Step-3 –Plotting the Graph

Step-4 –Determining the graph between x + y = 0 and x + y = 5