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Find a parametric equation of each of the following lines: a. 3x1 + 4x2 = 6 b. the line
Chapter 1, Problem 6(choose chapter or problem)
Find a parametric equation of each of the following lines:
a. \(3 x_{1}+4 x_{2}=6\)
b. the line with slope 1/3 that passes through \(A=(-1,2)\)
c. the line with slope 2/5 that passes through \(A=(3,1)\)
d. the line through \(A=(-2,1)\) parallel to \(\mathbf{x}=(1,4)+t(3,5)\)
e. the line through \(A=(-2,1)\) perpendicular to \(\mathbf{x}=(1,4)+t(3,5)\)
f. the line through \(A=(1,2,1)\) and \(B=(2,1,0)\)
g. the line through \(A=(1,-2,1)\) and \(B=(2,1,-1)\)
h. the line through \((1,1,0,-1)\) parallel to \(\mathbf{x}=(2+t, 1-2 t, 3 t, 4-t)\)
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QUESTION:
Find a parametric equation of each of the following lines:
a. \(3 x_{1}+4 x_{2}=6\)
b. the line with slope 1/3 that passes through \(A=(-1,2)\)
c. the line with slope 2/5 that passes through \(A=(3,1)\)
d. the line through \(A=(-2,1)\) parallel to \(\mathbf{x}=(1,4)+t(3,5)\)
e. the line through \(A=(-2,1)\) perpendicular to \(\mathbf{x}=(1,4)+t(3,5)\)
f. the line through \(A=(1,2,1)\) and \(B=(2,1,0)\)
g. the line through \(A=(1,-2,1)\) and \(B=(2,1,-1)\)
h. the line through \((1,1,0,-1)\) parallel to \(\mathbf{x}=(2+t, 1-2 t, 3 t, 4-t)\)
ANSWER:Step 1 of 9
Parametric equations have the form,
\(x=x_{0}+t v\)
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Review this written solution for 963693) viewed: 440 isbn: 9781429215213 | Linear Algebra: A Geometric Approach - 2 Edition - Chapter 1.1 - Problem 6
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