A parabolic road (C) that leads to the commercial district of a neighbourhood is modelled by y=2(x-2)2-2 . A primary road (P) to the community is modelled by the function y=-2x+6. a) Graph the parabolic road y=2(x-2)2-2, using transformations. Please make the final graph darker/ thicker to clearly distinguish it is the final graph. b) Graph the primary road y=-2x+6 using slope y-intercept form. Label it P. c) State the coordinates where the two roads intersect
A parabolic road (C) that leads to the commercial district of a neighbourhood is modelled by y=2(x-2)2-2 . A primary road (P) to the community is modelled by the function y=-2x+6. a) Graph the parabolic road y=2(x-2)2-2, using transformations. Please make the final graph darker/ thicker to clearly distinguish it is the final graph. b) Graph the primary road y=-2x+6 using slope y-intercept form. Label it P. c) State the coordinates where the two roads intersect
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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3. A parabolic road (C) that leads to the commercial district of a neighbourhood is modelled by y=2(x-2)2-2 . A primary road (P) to the community is modelled by the function y=-2x+6.
a) Graph the parabolic road y=2(x-2)2-2, using transformations. Please make the final graph darker/ thicker to clearly distinguish it is the final graph.
b) Graph the primary road y=-2x+6 using slope y-intercept form. Label it P.
c) State the coordinates where the two roads intersect
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