H.W. Find the parametric equations for the curve that shown in fig.(1) using a specific method of curve representation. Then write a program to transform figure (1) to figure (2) as shown below. Po (0, 10) P1 (5, 10) Y-axis Fig.11) X-axis P2 (5, 6) P3 (10, 5) P (0, 10) P (0, 5) P (10, 5) P (10, 0) Fig.(2)

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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H.W.
Find the parametric equations for the curve that shown in fig.(1) using a
specific method of curve representation. Then write a program to transform
figure (1) to figure (2) as shown below.
Po (0, 10)
P1 (5, 10)
Y-axis
Fig.(1)
X-axis
P2 (5, 6)
P3 (10, 5)
P (0, 10)
P (10, 5)
P (0, 5)
P (10, 0)
Fig.(2)
Note:
Assume the distance between curves in fig. (2) is equal to ( 1.25 unit ) in
y-axis direction.
Transcribed Image Text:H.W. Find the parametric equations for the curve that shown in fig.(1) using a specific method of curve representation. Then write a program to transform figure (1) to figure (2) as shown below. Po (0, 10) P1 (5, 10) Y-axis Fig.(1) X-axis P2 (5, 6) P3 (10, 5) P (0, 10) P (10, 5) P (0, 5) P (10, 0) Fig.(2) Note: Assume the distance between curves in fig. (2) is equal to ( 1.25 unit ) in y-axis direction.
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