×
Detail Form
We will send your result on your email id and phone no. please fill detail
1.
The moment about the point 
of the force represented in magnitude and position 
where the points 
and 
have the coordinates (1, 2, 
and 
respectively, is
of the force represented in magnitude and position where the points and have the coordinates (1, 2, and respectively, is
2.
The angle between 
and 
is 
and the projection of in the direction of is 
, then 
is equal to
and is and the projection of in the direction of is , then is equal to
3.
The equation of the line passing through the points 
is
is
4.
The vector 
is to be written as the sum of a vector 
and 
vector 
perpendicular to 
. Then 
is to be written as the sum of a vector and vector perpendicular to . Then
5.
A parallelogram is constructed on 
, where 
are anti-parallel, then the length of the longer diagonal is
, where are anti-parallel, then the length of the longer diagonal is
6.
If the vectors 
and 
from the sides 
respectively of a triangle 
then
and from the sides respectively of a triangle then
7.
The vectors and 
of equal magnitude 5 originating from a point and directs respectively towards north-east and north-west. Then, the magnitude of 
is
and of equal magnitude 5 originating from a point and directs respectively towards north-east and north-west. Then, the magnitude of is
8.
If the vectors 
and 
are three non-coplanar vectors and
then the value of abc is
and are three non-coplanar vectors and then the value of abc is
9.
If 
and 
then the area of parallelogram having diagonals 
and 
is
and then the area of parallelogram having diagonals and is
10.
Let 
and 
be a unit vector perpendicular to and coplanar with and 
then it is given by
and be a unit vector perpendicular to and coplanar with and then it is given by