1.
In a is equal to
2.
If and are three given points, then the locus of the point satisfying the relation is
3.
If orthocenter and circumcentre of a triangle are respectively (1, 1) and (3, 2), then the coordinates of its centroid are
4.
The locus of the point of intersection of the lines and is
5.
In be in AP, then are in
6.
The angels of elevation of the cloud at a point 2500 m high from the lake is 15 and the angle of depression of its reflection to the lake is 45 Then the height of cloud from the foot of lake is
7.
ABC is a triangular park with 100 m. A clock tower is situated at the mid point of . The angle of elevation, if the top of the toper at and are and respectively. The height of the tower is
8.
In and , then the largest angle of the triangle is
9.
In an equilateral triangle, is equal to
10.
In a triangle, if , then is equal to