[" If "A(-4,0,3);B(14,2,-5)" then which one of the following points lie on the biscetor of the angle "],[" between "bar(OA)" and "OB(O'" is the origin of reference) "]

If A(-4, 0, 3) and B(14, 2, -5) , then which one of the following points lie on the bisector of the angle between vec(OA) and vec(OB) (O is the origin of reference) ?

If A(-4, 0, 3) and B(14, 2, -5) , then which one of the following points lie on the bisector of the angle between vec(OA) and vec(OB) (O is the origin of reference) ? (A) (2,2,4) (B) (2,11,5) (C) (2,11,5) (D) (1,1,2)

If A(-4,0,3) and B(14,2,-5), then which one of the following points lie on the bisector of the angle between vec OA and vec OB(O is the origin of reference)? a.( 2,2,4) b.(2,11,5) c.(-3,-3,-6) d.(1,1,2)

If A(-4,0,3) and B(14 ,2,-5), then which one of the following points lie on the bisector of the angle between vec OA and vec OB (O is the origin of reference )? a. (2,2,4) b. (2, 11 ,5) c. (-3,-3,-6) d. (1,1,2)

If A(-4,0,3) and B(14 ,2,-5), then which one of the following points lie on the bisector of the angle between vec O A and vec O B(O is the origin of reference )? a. (2,2,4) b. (2, 11 ,5) c. (-3,-3,-6) d. (1,1,2)

If A(-4,0,3)a n dB(14 ,2,-5), then which one of the following points lie on the bisector of the angle between vec O Aa n d vec O B(O is the origin of reference )? a. (2,2,4) b. (2, 11 ,5) c. (-3,-3,-6) d. (1,1,2)

If A(-4,0,3)a n dB(14 ,2,-5), then which one of the following points lie on the bisector of the angle between vec O Aa n d vec O B(O is the origin of reference )? a. (2,2,4) b. (2, 11 ,5) c. (-3,-3,-6) d. (1,1,2)

If A(-4,0,3)a n dB(14 ,2,-5), then which one of the following points lie on the bisector of the angle between vec O Aa n d vec O B(O is the origin of reference )? a. (2,2,4) b. (2, 11 ,5) c. (-3,-3,-6) d. (1,1,2)

Let sqrt(3) hati + hatj , hati + sqrt(3)hatj and beta hati + (1- beta)hatj respectively be the position vedors of the points A, B and C with respect the origin O. If the distance of C from the bisector of the acute angle between OA and OB is (3)/(sqrt2), then the sum all possible values of beta is "_______."

Let sqrt(3i) + hatj , hati + sqrt(3j) and beta hati + (1- beta)hatj respectively be the position vedors of the points A, B and C with respect the origin O. If the distance of C from the bisector of the acute angle between OA and OB is (3)/(sqrt2), then the sum all possible values of beta is "_______."