The rectangular components of a vector lying in `xy` plane are `1` and `p+1` .If co-ordinate system is turned by `theta` ,they are `p`&`4` respectively,The value of `p`

If p sin theta=sqrt(3) and p cos theta=1, then What is the value of p?

Addition OF Vectors by Components || Representation OF Vector in Cartesian Co-ordinate System

The x and y components of a position vector P have numerical values 5 and 6 respectively. Direction and magnitude of vector P are

The line segment joining the points (3, -4) and (1, 2) is trisected at the points P and Q. If the co-ordinates of P and Q are (p,-2) and ((5)/(3), q) respectively, find the values of p and q.

Point P is mid-point of the line segment AB. The co-ordinates of P and B are (3,1) and (5,-4) respectively. Find the co-ordinates of A

If P sin theta = sqrt(3) and P costheta =1 , then the value of P is:

If the tangent drawn at any point P(a cos^(4)theta,a sin^(4)theta) on the curve sqrt(x)+sqrt(y)=sqrt(a) meets the co-ordinate axes in A , B respectively then. The value of PA when theta=(pi)/(4) is (where PA is the length of tangent P)