find the point of intersection of the two graphs
plot the graphs of both equations on the same coordinate plane.find and label the points of the two graphs
Y=-2X+3
Y=3x^2-3x+12

Question

find the point of intersection of  the two graphs
plot the graphs of both equations on the same coordinate plane.find and label the points of the two graphs
Y=-2X+3 
Y=3x^2-3x+12

anonymous · Answer

There is no intersection point.  Refer to the attachment.

anonymous · Answer

Intersection mean y value(s) of those two equation is/are at the same point. Thus $$-2x+3=3x^2-3x+12$$ re-arrange the egu above becomes $$0=3x^2-x+9$$ , since the roots of this solution has the imaginary parts, means in real coordinate they will not intersect.

anonymous · Answer

hello San2,what about their points of graph?

anonymous · Answer

hi robtobey,i hv seen the graph,what are the points of the graph

anonymous · Answer

becouse the question is plot the graphs of both equations on the same coordinate plane.find and label the points of intersection of the two graphs
Y=-2X+3 
Y=3x^2-3x+12