If \[y=f(x)\] makes +ve intercept of 2 and 0 unit on x and y axes and encloses an area of 3/4 square unit with the axes then \[\int\limits_{0}^{2}{xf'(x)dx}\] is

If \[y=f(x)\] makes +ve intercept of 2 and 0 unit on x and y axes and

1.	If \[y=f(x)\] makes +ve intercept of 2 and 0 unit on x and y axes and encloses an area of 3/4 square unit with the axes then \[\int\limits_{0}^{2}{xf'(x)dx}\] is
A.	44230
B.	1
C.	44291
D.	-0.75
Answer» E.

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If \[y=f(x)\] makes +ve intercept of 2 and 0 unit on x and y axes and encloses an area of 3/4 square unit with the axes then \[\int\limits_{0}^{2}{xf'(x)dx}\] is

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