Back to DOT PRODUCT OF VECTORS
JEE MATHEMATICS MCQ: DOT PRODUCT OF VECTORS
1
Easy
1 of 1
Application
+4 | -1
A velocity is resolved into two components along and making angles and respectively with the given velocity. Then the component along is
View answer and explanation
Correct option: A
Option A () is correct because it is the component of the velocity along OB, calculated using the sine rule for resolving velocities.
More Questions from DOT PRODUCT OF VECTORS
Practice All Chapter MCQs →
The distance between the planes given by and is
A vector which makes equal angles with the vectors , and , is
If vector and vector , then is equal to
The angle between and is and the projection of in the direction of is then is equal to
Find the equation of the perpendicular drown from the origin to the plane
A plane meets the co-ordinate axes at and such that the position vector of the oentroid of is . Then the equation of the plane is
