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livestrong136 livestrong136
wrote...
Posts: 324
Rep: 7 0
12 years ago
1.   Determine vector, parametric and, if possible, symmetric equations for the line through the point (2, 1, 3) with direction vector m? = (4, 2, 5).
(x, y, z) = (2, 1, 3) + t(4, 2, 5)       
                                      
               x = 2 + 4t       x-2/4 = y-1/2 = z-3/5 = t
               y = 1 + 2t   
               z = 3 + 5t

2. Determine vector and parametric equations for the z-axis.

# 1 IS ALREADY DONE.. PLEASE ANSWER #2. I JUST PUT ONE BECAUSE I AM SO CONFUSED WITH # 2, IDK HOW TO DO IT OR I DIDNT KNOW IF ITS SOMEHOW CONNECTED TO NUMBER # 1. CAN SOMEONE DO THIS ASAP. THNX
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livestrong136 Author
wrote...
12 years ago
Just so everyone is clear. The z-axis is actually a line in space.  So you need to write the equation (both vector and parametric) of this line. Also DONT WORRY ABOUT QUESTION 1, just do question 2. thnx
wrote...
Staff Member
12 years ago
x(t) = 0; y(t) = 0; z(t) = t

Is that what you mean?
- Master of Science in Biology
- Bachelor of Science
Answer accepted by topic starter
duddyduddy
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Posts: 7817
12 years ago
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- Master of Science in Biology
- Bachelor of Science

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