Question
Show that the points A, B, C with position vectors `2hati- hatj + hatk`, `hati - 3hatj - 5hatk` and `3hati - 4hatj - 4hatk` respectively, are the vertices of a right-angled triangle. Hence find the area of the triangle
Solution
Given
`veca = 2hati - hatj + hatk`
`vecb = hati -3hatj - 5hatk`
`vecc = 3hati - 4hatj - 4hatk`
then
`bar(AB) = vecb - veca`
Is there an error in this question or solution?
Solution Show that the Points A, B, C with Position Vectors `2hati- Hatj + Hatk`, `Hati - 3hatj - 5hatk` and `3hati - 4hatj - 4hatk` Respectively, Are the Vertices of a Right-angled Triangle. Hence Find the Area of the Triangle Concept: Introduction of Product of Two Vectors.
