| 2023-01-06 | The area of the triangle with vertices (a,b),(x1,y1),(x2,y2) where a,x1 ,y1 are in G.P. with common |
| 2023-01-06 | if the centroid of the triangle formed by the points (a,1) (b,c^2) (-1,4) lies on y-axis then |
| 2023-01-06 | Collinearity of three points |
| 2023-01-06 | If the area of the triangle formed by (k,0) (3,4) (5,-2) is10 sq units ,find it |
| 2023-01-06 | The radius of the nine point circle of the triangle whose vertices are (4,6) (0,4) (6,2) is |
| 2023-01-06 | If O be the origin and P=(x1,y1) , Q(x2,y2) then OP.OQ cos angle POQ = |
| 2023-01-06 | 2022 12 30 17 28 28 |
| 2023-01-06 | If the centroid of the triangle formed by (p,q) (q,1)(1,p) is the origin then p^3+q^3 +1= |
| 2023-01-06 | The orthocentre of the triangle having vertices as (2,3) (2,5) (4,3) is |
| 2023-01-06 | A=(2,4,5) and B=(3,5,-4) are two points .If the xy-plane,yz-plane divided all in the ratio a:b,p:q |
| 2023-01-06 | If A=(-2,3,4),B=(1,2,3) are two points and P is the point of intersection of AB abd zx plane then |
| 2023-01-06 | A=(1,-1,2) and B= (2,3,7) are two points.If P,Q divide AB in the ratio 2:3,-2:3 respectively then |
| 2023-01-06 | A=(1,2,3) and B=(2,10,1) are two points .if the point P lies on the line AB and Px=7 then Px+ Py= |
| 2023-01-06 | If the origin is shifted to (-4,3,9) then the coordinates of the points (1,5,3) in the new system |
| 2023-01-06 | If A=(-4,2,3) B=(2,-1,5) and APB=pi/2 then the locus of P is |
| 2023-01-06 | The orthocentre of triangle formed by the points (2,1,5) (3,2,3) (4,0,4) is |
| 2023-01-06 | The perimeter of a triangle formed by the points (2,5,3) (5,3,2) (3,2,5) is |
| 2023-01-06 | Origin is shifted to the point P without changing the direction of the axes,if the coordinates of Q |
| 2023-01-06 | The point to which the origin should be shifted to eliminate the first degree from the equation |
| 2023-01-06 | If the ends of the hypotenuse of the right angled triangle are (0,-1,2) (1,2,0) and the the locus of |
| 2023-01-06 | If A=(1,2,3) B=(2,3,4) and C is a point of trisection of AB such that Cx+Cy =13/3 then Cz is |
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