Let l_1 and l_2 be the lines (r1 ) =λ(i ̂+j ̂+k ̂) and (r2 )=(j ̂-k ̂ )+µ(i ̂+k ̂)respectively. Let

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Download lagu Let l_1 and l_2 be the lines (r1 ) =λ(i ̂+j ̂+k ̂) and (r2 )=(j ̂-k ̂ )+µ(i ̂+k ̂)respectively. Let secara gratis hanya untuk keperluan promosi. Dukung artis favorit kamu dengan membeli musik original di iTunes atau platform resmi lainnya.

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Show that the lines r ⃗=(i ̂+j ̂-k ̂ )+λ(3i ̂-j ̂) and r ⃗=(4i ̂-k ̂ )+μ(2i ̂+3k ̂).........Q126 Show that the lines r ⃗=(i ̂+j ̂-k ̂ )+λ(3i ̂-j ̂) and r ⃗=(4i ̂-k ̂ )+μ(2i ̂+3k ̂).........Q126
Find λ and μ if (2i ̂ + 6j ̂ + 27k ̂) x (i ̂ + λj ̂ + μk ̂ = 0 ⃗. .........Q319 Find λ and μ if (2i ̂ + 6j ̂ + 27k ̂) x (i ̂ + λj ̂ + μk ̂ = 0 ⃗. .........Q319
Find the angle between the lines r ⃗=(2i ̂-5j ̂+k ̂ )+λ(3i ̂+2j ̂+6k ̂) and r ⃗=(7i ̂--6j ̂......Q66 Find the angle between the lines r ⃗=(2i ̂-5j ̂+k ̂ )+λ(3i ̂+2j ̂+6k ̂) and r ⃗=(7i ̂--6j ̂......Q66
Let ℓ1 and ℓ2 be the lines 𝑟 → 1 = 𝜆 ( 𝑖 ^ + 𝑗 ^ + 𝑘 ^ ) and 𝑟 2 → = ( 𝑗 ^ − 𝑘 ^ ) + 𝜇 ( 𝑖 ^ + Let ℓ1 and ℓ2 be the lines 𝑟 → 1 = 𝜆 ( 𝑖 ^ + 𝑗 ^ + 𝑘 ^ ) and 𝑟 2 → = ( 𝑗 ^ − 𝑘 ^ ) + 𝜇 ( 𝑖 ^ +
Find the shortest distance between the lines whose vector equations are r ⃗=(i ̂+j ̂ )+λ........86 Find the shortest distance between the lines whose vector equations are r ⃗=(i ̂+j ̂ )+λ........86
Let a = i +2j +k and b =2i +7j +3k. Let L_1 ∶ r ⃗= (-i +2j +k )+λa ,λ∈R and L_2 ∶ r ⃗= (j + k)+µb Let a = i +2j +k and b =2i +7j +3k. Let L_1 ∶ r ⃗= (-i +2j +k )+λa ,λ∈R and L_2 ∶ r ⃗= (j + k)+µb
How To Find The Vector Equation of a Line and Symmetric & Parametric Equations How To Find The Vector Equation of a Line and Symmetric & Parametric Equations
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