2930 Show that the lines L1 and L2 intersect, and find theirpoint of intersection. L1

Chapter 11, Problem 29

(choose chapter or problem)

Show that the lines $L_{1}$ and $L_{2}$ intersect, and find their point of intersection.

$L_{1}: x=2+t, y=2+3 t, z=3+t$

$L_{2}: x=2+t, y=3+4 t, z=4+2 t$

Equation Transcription:

${L}_{1}$

${L}_{2}$

${L}_{1}:x=2+t,y=2+3t,z=3+t$

${L}_{2}:x=2+t,y=3+4t,z=4+2t$

Text Transcription:

L_1

L_2

L_1:x=2+t,y=2+3t,z=3+t

L_2:x=2+t,y=3+4t,z=4+2t

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