If vectors →A=3^i−^j+4^k and →B=2^i−λ^j+μ^k are parallel to each other, then the value λ and μ are (a) λ=83,μ=23 (b) λ=23,μ=83(c) λ=32,μ=38 (d) λ=38,μ=23

If vectors →A=3^i−^j+4^k and →B=2^i−λ^j+μ^k are parallel to

1.	If vectors →A=3^i−^j+4^k and →B=2^i−λ^j+μ^k are parallel to each other, then the value λ and μ are (a) λ=83,μ=23 (b) λ=23,μ=83(c) λ=32,μ=38 (d) λ=38,μ=23
Answer» If vectors $\to A = 3^i -^j + 4^k$ and $\to B = 2^i - λ^j + μ^k$ are parallel to each other, then the value $λ$ and $μ$ are $(a) λ = \frac{8}{3}, μ = \frac{2}{3} (b) λ = \frac{2}{3}, μ = \frac{8}{3} (c) λ = \frac{3}{2}, μ = \frac{3}{8} (d) λ = \frac{3}{8}, μ = \frac{2}{3}$

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If vectors →A=3^i−^j+4^k and →B=2^i−λ^j+μ^k are parallel to each other, then the value λ and μ are (a) λ=83,μ=23 (b) λ=23,μ=83(c) λ=32,μ=38 (d) λ=38,μ=23

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