Home
Class 12
Mathematics
[ Consider points A(sqrt(13),0) and B(2s...

[ Consider points A(sqrt(13),0) and B(2sqrt(13),0) lying on x -axis.These points are rotated anticlockwise direction about the origin through an angle of tan^(-1)((2)/(3)) .Let the new position of A and B be A' and B' respectively.With A' as centre and radius (2sqrt(13))/(3) a circle C_(1) is drawn and with B' as centre and radius (sqrt(13))/(3) circle C_(2) is drawn.The radical axis of C_(1) and C_(2) is [ (a) 9x+6y=65, (b) 3x+3y=10 (c) 3x+2y=20, (d) none of these ]]

Promotional Banner

Similar Questions

Explore conceptually related problems

Consider points A(sqrt13,0) and B(2sqrt13,0) lying on x-axis. These points are rotated anticlockwise direction about the origin through an angle of tan^-1(2/3) . Let the new position of A and B be A' and B' respectively. With A' as centre and radius 2sqrt13/3 a circle C_1 is drawn and with B' as centre and radius sqrt13/3 circle C_2 , is drawn. The radical axis of C_1 and C_2 is

Consider points A(sqrt13,0) and B(2sqrt13,0) lying on x-axis. These points are rotated anticlockwise direction about the origin through an angle of tan^-1(2/3). Let the new position of A and B be A' and B' respectively. With A' as centre and radius 2sqrt13/3 a circle C_1 is drawn and with B' as centre and radius sqrt13/3 circle C_2, is drawn. The radical axis of C_1 and C_2 is

Consider points A(sqrt13,0) and B(2sqrt13,0) lying on x-axis. These points are rotated anticlockwise direction about the origin through an angle of tan^-1(2/3) . Let the new position of A and B be A' and B' respectively. With A' as centre and radius 2sqrt13/3 a circle C_1 is drawn and with B' as centre and radius sqrt13/3 circle C_2 , is drawn. The radical axis of C_1 and C_2 is (a) 3x+2y=20 (b) 3x+2y=10 (c) 9x+6y=65 (d) none of these

The line joining two points A(2,0), B(3,1) is rotated about A in anticlockwise direction through an angle 15^(@) . If B goes to C then C=

The line joining two points A(2,0) and B(3,1) is rotated about A in anticlockwise direction through an angle of 15^(0) .If B goes to C in the new position,then the coordinates of C are

Consider the points A(2,-3,0) and B (-1,1,c) If the distance is 13 units, find the values of c

A line segement AB through the point A(2, 0) which makes an angle of 30^0 with the positive direction of x-axis is rotated about A in anticlockwise direction through an angle of 15^0 . If C be the new position of point B(2+sqrt(3) , 1) , find the coordinates of C .

A line segement AB through the point A(2, 0) which makes an angle of 30^0 with the positive direction of x-axis is rotated about A in anticlockwise direction through an angle of 15^0 . If C be the new position of point B(2+sqrt(3) , 1) , find the coordinates of C .

C_(1) is a circle of radius 1 touching the x- and the y-axis.C_(2) is another circle of radius greater than 1 and touching the axes as well as the circle C_(1). Then the radius of C_(2) is 3-2sqrt(2)(b)3+2sqrt(2)3+2sqrt(3)(d) none of these

Consider the points A (1,-1,3), B(2,-4,5) and C(5,-13,11).Prove that A,B,C are collinear