Let the straight line x=b divide the area enclosed by y=(1−x)2,y=0, and x=0 into two parts R1(0≤x≤b) and R2(b≤x≤1) such that R1−R2=14. Then b equals
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Q2
Let the straight line x=b divide the area enclosed by y= (1-x)2, y=0 and x=0 into two parts R1(0≤x≤b) and R2 (0≤x≤1) such that R1-R2 = 1/4 then b equals
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Q3
Let the straight line x=b divide the area enclosed by y=(1−x)2, y=0 and x=0 into two parts R1(0≤x≤b) and R2(0≤x≤1) such that R1−R2=14 then b equals
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Q4
The line x = 0 divides the area enclosed by the curves |x−1|−y=0,|x|+y−3=0 into two area R1 and R2 where R1<R2. Then the ratio of R1 and R2 is
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Q5
Let the straight line x=b divide the area enclosed by y=(1−x)2,y=0 and x=0 into two parts R1(0≤x≤b) and R2(b≤x≤1) such that R1−R2=14. Then b equals