If A(2i-j+k) B(i-3j-5k) C(3i-4j-4k) are vertices of a triangle then the triangle.. | cbse class 12

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The position vectors of vertices of triangle ABC are A (2i-j+k), B (i-3j-5k) and C (3i-4j-4k). Find The position vectors of vertices of triangle ABC are A (2i-j+k), B (i-3j-5k) and C (3i-4j-4k). Find
17. Show that the vectors 2i-j+k, i-3j-5k and 3i-4j-4k form the vertices 17. Show that the vectors 2i-j+k, i-3j-5k and 3i-4j-4k form the vertices
Show that the points A(2î-j+k), B(î – 3ĵ −5k), C(3-4j-4k) are vertices of a right angled triangle. Show that the points A(2î-j+k), B(î – 3ĵ −5k), C(3-4j-4k) are vertices of a right angled triangle.
The vectors a=2i - j + k ,b=i -3j - 5k and c=-3i + 4j + 4k represents the sides of #vectors #class12 The vectors a=2i - j + k ,b=i -3j - 5k and c=-3i + 4j + 4k represents the sides of #vectors #class12
XII Maths Vector Algebra (part 13) XII Maths Vector Algebra (part 13)
Show that the points `A ,\\ B\\ a n d\\ C` with position vectos ` vec a=3 hat i-4 hat j-4 hat k ... Show that the points `A ,\\ B\\ a n d\\ C` with position vectos ` vec a=3 hat i-4 hat j-4 hat k ...
Show that vectors 3i-2j+k, i-3j+5k and 2i+j-4k form right angled triangle Show that vectors 3i-2j+k, i-3j+5k and 2i+j-4k form right angled triangle
Find the area of the triangle ABC whose vertices have the position vectors as A(2i-j+k),B(i-3j-5k) Find the area of the triangle ABC whose vertices have the position vectors as A(2i-j+k),B(i-3j-5k)