The shortest distance distance between the lines →r=(6^i+2^j+2^k)+λ(^i−2^j+2^k) and →r=(−4^i−^k)+μ(3^i−2^j−2^k) is equal to

The shortest distance distance between the lines →r=(6^i+2^j+2^k)+λ

1.	The shortest distance distance between the lines →r=(6^i+2^j+2^k)+λ(^i−2^j+2^k) and →r=(−4^i−^k)+μ(3^i−2^j−2^k) is equal to
Answer» The shortest distance distance between the lines $\to r = (6^i + 2^j + 2^k) + λ (^i - 2^j + 2^k)$ and $\to r = (- 4^i -^k) + μ (3^i - 2^j - 2^k)$ is equal to

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The shortest distance distance between the lines →r=(6^i+2^j+2^k)+λ(^i−2^j+2^k) and →r=(−4^i−^k)+μ(3^i−2^j−2^k) is equal to

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