AREA OF TRIANGLE
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The document discusses the area formula for right-angled triangles and how it can be applied to other triangles. It states that the area of any triangle can be calculated as _1 = bh^2, where b is the base and h is the height. It then shows that both acute and obtuse triangles sharing the same base and height between parallel lines have the same area as a right-angled triangle with those dimensions, following the same area formula.
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- 2. _ = 1 bh 2 ( For any Triangle.)
- 4. WE KNOW THAT AREA OF RIGHT ANGLED TRIANGLE _1 = bh 2 B = base of the triangle H = height of the triangle
- 5. ALSO WE KNOW THAT TRIANGLES WITH THE SAME BASE AND BETWEEN THE SAME PARALLELS ARE OF EQUAL AREA
- 6. .2 A 1. D B C
- 7. If we move A to point 1 then . A h h B C
- 8. Here we get an acute angled Triangle. It has same area of the right angled triangle
- 9. _1 = bh 2
- 10. . B C A h If we move A to point 2 then
- 11. Here we get an obtuse angled Triangle. It has same area of the right angled triangle
- 12. _1 = bh 2