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teng125
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may i know how to find the point of intersection between y=x+6 and y=x^3 ??
Try graphing the two equations as suggested by others. I graphed it on an online graphing calculator and can see that the two curves intersect at only one point. Remember that intersections are points on the x-y plane, so they should have the form (x,y), not just single numbers. Example: The curves intersect at (1,3) and (5,2).teng125 said:the answer is it = to 6 and zero??
The point of intersection between Y=x+6 and Y=x^3 is where the two equations intersect or have the same solution. In this case, the point of intersection is (3, 9).
To find the point of intersection between two equations, you can use the substitution or elimination method. In this case, you can set the two equations equal to each other and solve for x, then plug the value of x into either equation to find the corresponding y value.
Yes, there is only one point of intersection between two equations. This is because two equations can only have one solution or point of intersection where they are equal.
Yes, you can graph the equations Y=x+6 and Y=x^3 and find the point of intersection by looking at the point where the two lines intersect. However, this method may not be as accurate as solving algebraically.
The point of intersection represents the solution or values of x and y that make both equations true. It is the point where the two lines cross each other on a graph or the coordinates where the two equations are equal.