SOLUTION: sketch the region {{{y=sqrt(sin(x))}}} and above {{{y= 2*x/pi}}} in the first quadrant. Find the lower intersection point ,a, and the upper section, b,. Hello, im not sure how t

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Question 798894: sketch the region and above in the first quadrant. Find the lower intersection point ,a, and the upper section, b,.
Hello, im not sure how to calculate this with a and b variables. I am confused how to solve this mathematically. I would appreciate any help for this problem. thx

Answer by KMST(5328)   (Show Source): You can put this solution on YOUR website!
Here are the graphs of , , and
graphs as a straight line through the origin.
For , .
For , .

graphs as the wavy curve we all know,
with for ,
and for .

So and cross at (0,0) and at (,0).

exists wherever and crosses when --> --> , and
when --> --> .
Those are the same points where and cross. All 3 graphs cross at those points.
In between, , so the graph for is above the graph of .

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