What are the point of intersections between the curve y=sinx and y^2= 2x/π. Need mathematical explanation please.
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Answer:
3 points of intersection
Explanation:
Roughly plot the graphs of y=sinx and y=2x/pi.
We get 3 points of intersection.
Now we can figure out that (0,0) is a solution and at x=pi/2 both functions become equal to 1 (and at -pi/2 = -1).
Therefore, the points of intersection are (0,0),(pi/2,1),(-pi/2,-1).
You have to graphically solve this question.
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