If the shortest distance between the lines L1: , L2:, is m/√n , where gcd(m ,n)=1, then the value of

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A level Further Core 1 Shortest distance between two vector lines A level Further Core 1 Shortest distance between two vector lines
Question 35 (A) - Find the shortest distance between lines l1 and l2 - Teachoo Question 35 (A) - Find the shortest distance between lines l1 and l2 - Teachoo
Find the shortest distance between the lines L1 and L2 whose vector equations are r = (-i - j - k) + Find the shortest distance between the lines L1 and L2 whose vector equations are r = (-i - j - k) +
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If the shortest distance between the lines\(\begin{array}{ll}L_1: \vec{r}=(2+\lambda) \hat{i}+(1.... If the shortest distance between the lines\(\begin{array}{ll}L_1: \vec{r}=(2+\lambda) \hat{i}+(1....
Find the shortest distance between the lines L1 & L2 given below L1The line passing through (2, -1, Find the shortest distance between the lines L1 & L2 given below L1The line passing through (2, -1,
If the shortest distance between the lines 𝒓 ⃗=(𝟏,−𝟏,𝟎)+𝒌(𝟐,𝟎,𝟏), 𝒌∈𝑹 and (𝒙−𝟐)/𝟏=(𝒚+𝟏)/𝟏=(𝒛−𝒂)/(−𝟏) If the shortest distance between the lines 𝒓 ⃗=(𝟏,−𝟏,𝟎)+𝒌(𝟐,𝟎,𝟏), 𝒌∈𝑹 and (𝒙−𝟐)/𝟏=(𝒚+𝟏)/𝟏=(𝒛−𝒂)/(−𝟏)
Shortest distance between two lines L1 and L2. Shortest distance between two lines L1 and L2.