Equation y = -3× + 3 defines a linear graph . what is the distance on the graph from point (0;0) to the points of intersection on both axes?

Answers

The points of intersection on both axes are (1, 0) and (0, 3), respectively. The distance of the x-intercept from point (0, 0) is 1 and the distance of the y-intercept from point (0, 0) is 3.

How to determine the distance of the intercepts of a linear function from the origin

Let be the linear function f(x) = – 3 · x + 3, linearfunctions whose intercept are distinct of zero has two points of intersection, one for each axis. Now we proceed to find each of the two points:

x-Intercept

0 = – 3 · x + 3

– 3 · x = – 3

x = 1

y-Intercept

y = – 3 · 0 + 3

y = 3

The points of intersection on both axes are (1, 0) and (0, 3), respectively. The distance of the x-intercept from point (0, 0) is 1 and the distance of the y-intercept from point (0, 0) is 3.

points of intersectionon bothaxesare (1, 0) and (0, 3), respectively. Thedistanceof the x-interceptfrompoint(0, 0) is 1 and thedistanceof the y-interceptfrompoint(0, 0) is 3.## How to determine the distance of the intercepts of a linear function from the origin

linearfunctionswhose intercept are distinct of zero has twopoints of intersection, one for eachaxis. Now we proceed to find each of the twopoints:x-Intercepty-Interceptpoints of intersectionon bothaxesare (1, 0) and (0, 3), respectively. Thedistanceof the x-interceptfrompoint(0, 0) is 1 and thedistanceof the y-interceptfrompoint(0, 0) is 3.linear functions: https://brainly.com/question/11897796