CBSE Class 10 - Area of Triangles Videos
Midpoint of A Line Joining Two Points and Area of Triangle
The video explains a question based on finding area of a triangle using midpoint formula and area of a triangle formula
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Distance Formula
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Distance Formula
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Theory and application of distance formula ...
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Coordinate Geometry
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Section Formula
- show That points(1,-1),(5,2)and(9,5)are collinear
- find the centroid of the triangles with vertices: (-1,3),(6,-3) and (-3,6)
- draw the graph of the equations y=x and x=1. Hence , find the area of the triangle formed by these two lines and the x-axis
- name the special quadrilateral formed by the lines x=2,x=-2 ,y=3 and y=-2and hence find its area
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solve
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question
- in each of the following find the value of k for which the points are collinear . 1) (7,-2), (5,1) ,(3,k)
- In each of the following, find the value of a for which the given points are collinear. (ii) (a-3-2a), (-a+1,2a) and (-4-a,6-2a)
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The 27th question...
- Find the area of the Triangle ABC, with vertex A(1,-4) and midpoint of AB and AC as X(2,-1) and Y(0,-4) respectively.
