Q. THE TANGENT TO THE GRAPH OF THE FUNCTION- y = f( x ) AT THE POINT WHERE THE ABSCISSA x = a FORMS AN ANGLE OF pi/6 WITH THE X-AXIS AND AT THE POINT x = b AN ANGLE OF pi/4 , THEN FIND THE VALUE OF THE INTEGRAL- b∫a ( INTEGRAL WITH LOWER LIMIT a AND UPPER LIMIT b) b∫a f ‘ ( x ) f ” ( x) dx .
Q. THE TANGENT TO THE GRAPH OF THE FUNCTION- y = f( x ) AT THE POINT WHERE THE ABSCISSA x = a FORMS AN ANGLE OF pi/6 WITH THE X-AXIS AND AT THE POINT x = b AN ANGLE OF pi/4 , THEN FIND THE VALUE OF THE INTEGRAL-
b∫a ( INTEGRAL WITH LOWER LIMIT a AND UPPER LIMIT b)
b∫a f ‘ ( x ) f ” ( x) dx .
Bharat Makkar , 10 Years ago
Grade Select Grade
![I = [\frac{t^2}{2}]_{f'(a)}^{f'(b)}](https://files.askiitians.com/cdn1/cms-content/common/latex.codecogs.comgif.latexi_fract22_fafb.jpg)
![I = [\frac{t^2}{2}]_{1/\sqrt{3}}^{1}](https://files.askiitians.com/cdn1/cms-content/common/latex.codecogs.comgif.latexi_fract22_1_sqrt31.jpg)
