Let a=3i+2j+k,b =2i-j+3k and c be a vector such that (a+b)xc =2(axb)+24j-6k and (a-b+j).c =-3.Then

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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.
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 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
Let a=3i+2j+k,b=2i-j+ 3k & c be a vector such that(a+b)Γ—c=2(a Γ— b)+24j- 6k...... then |c|^2=? Let a=3i+2j+k,b=2i-j+ 3k & c be a vector such that(a+b)Γ—c=2(a Γ— b)+24j- 6k...... then |c|^2=?
Q) Let π‘Ž βƒ—=𝑖 +2𝑗 +π‘˜ , 𝑏 = 3𝑖 βˆ’3𝑗 +3π‘˜ ,𝑐 =2𝑖 βˆ’π‘— +2π‘˜ and 𝑑 βƒ— be a vector such that 𝑏 βƒ—Γ— Q) Let π‘Ž βƒ—=𝑖 +2𝑗 +π‘˜ , 𝑏 = 3𝑖 βˆ’3𝑗 +3π‘˜ ,𝑐 =2𝑖 βˆ’π‘— +2π‘˜ and 𝑑 βƒ— be a vector such that 𝑏 βƒ—Γ—
If aβ†’=2i^+2j^+3k^,bβ†’=βˆ’i^+2j^+k^Β and Β cβ†’=3i^+j^ are such that the .... If aβ†’=2i^+2j^+3k^,bβ†’=βˆ’i^+2j^+k^Β and Β cβ†’=3i^+j^ are such that the ....
Let a=2i-j +3k,b=3i-5j+k and c be a vector such that axc =cxb and (a+c).(b+c)=168.Then the maximum Let a=2i-j +3k,b=3i-5j+k and c be a vector such that axc =cxb and (a+c).(b+c)=168.Then the maximum
If vectors a=2i+2j+3k, b=-i+2j+k c=3i+j are such that b+kc CBSE 12 Maths SQP 2025 VSAQ|NCERT|Latest If vectors a=2i+2j+3k, b=-i+2j+k c=3i+j are such that b+kc CBSE 12 Maths SQP 2025 VSAQ|NCERT|Latest
Let a βƒ—=i Μ‚+2j Μ‚-3k Μ‚ and b βƒ—=3i Μ‚-j Μ‚+2k Μ‚ be two vectors. Show that the vectors (a βƒ—+b βƒ— )....Q170 Let a βƒ—=i Μ‚+2j Μ‚-3k Μ‚ and b βƒ—=3i Μ‚-j Μ‚+2k Μ‚ be two vectors. Show that the vectors (a βƒ—+b βƒ— )....Q170