If a=3i+2j+4k , b=i+j-3k and c=6i-j+2k are three given vectors , then (2a i) i- (b j) j + (c k)k is

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If a=3i-2j+2k,b=6i+4j-2k and c=-3i-2j+4k then a.(bxc) is equal to|Vector algebra|Class 12|CBSE|BOARD If a=3i-2j+2k,b=6i+4j-2k and c=-3i-2j+4k then a.(bxc) is equal to|Vector algebra|Class 12|CBSE|BOARD
Solution of Problem 7 A = 3i - j -4k , B = 2i + 4j _ 3k, C = i+ 2j -K find 2A - B +3C. Solution of Problem 7 A = 3i - j -4k , B = 2i + 4j _ 3k, C = i+ 2j -K find 2A - B +3C.
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If vector a =3i + j - 4k and vector b = 6i + 5j -2k then find |vector a × vector b | . If vector a =3i + j - 4k and vector b = 6i + 5j -2k then find |vector a × vector b | .
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Find (a ⃗+3b ⃗ ).(2a ⃗-b ⃗ ), if a ⃗=i ̂+j ̂+2k ̂ and b ⃗=3i ̂+2j ̂-k ̂ ........Q154 Find (a ⃗+3b ⃗ ).(2a ⃗-b ⃗ ), if a ⃗=i ̂+j ̂+2k ̂ and b ⃗=3i ̂+2j ̂-k ̂ ........Q154
If the vectors 2i-3j+4K 2i+j-k and xi-j+2k are coplanar then the value of Lambda is If the vectors 2i-3j+4K 2i+j-k and xi-j+2k are coplanar then the value of Lambda is
Let a=3i+2j+k, b=2i-j+3k and c be a vector such that (a+b) x c=2(a x b)+24j-6k and (a-b+i).c=-3. Let a=3i+2j+k, b=2i-j+3k and c be a vector such that (a+b) x c=2(a x b)+24j-6k and (a-b+i).c=-3.