what does the graph of y=2-x look like?

Answer 1

Best way is to draw this straight line by taking a few points.
(0 , 2) and ( 2 , 0) are points on the line.
Draw the line thro` these two points.

Answer 2

It goes down with a slope of - 1 (that is, at an angle of - 45 degrees) from y = 2 on the y-axis. It also passes through x = 2 on the x-axis.

Those two points that I've given you, lying on the line, should make it easy for yout to graph or sketch it.

Live long and prosper.

Answer 3

Hi,

In this case, you can easily tell what the graph is. This equation is a linear algebraic equation, which makes it a straight line. We can put the equation in point-intercept form simply by reversing the 2 and the -x to get

y = -x + 2

From this, we can say that the slope is -1 and the y-intercept is 2. We can easily find the x-intercept by setting y equal to zero, and finding that x = 2 is the x-intercept.

James :-)

Answer 4

it is a straight line going pointing to the left side of the graph. first plot the point for yintercept, which is y=2. then take the number infront of x that is -1, and that is the slope. from the point of 2, go one up and one left, or one down and one right

Answer 5

It's like x (a diagonal line crossing (0, 0), going upward from left to right), but instead, it's reversed (-x will cross x) and it will pass by (0, 2); it is lifted by two units.

MJ

Answer 6

if x = 2, y = 2-2 = 0, so plot (2,0)
if x = 0, y = 2-0 = 2, so plot (0,2)
draw a line through the points.

Answer 7

It's a line that goes like this then turns a litle bit this way then twists until it almost gets over here then it just disappears.

Answer 8

a str line sloping from top left to bottom right!