A curve in the zy-plane is given by parametric functions z (t) and y (t), where d=2-In (t+t+1) and 4 arctan (2+2) -5 for t≥0. The coordinates of the point on the curve where t = 5 are (-1.219, 4.532). What is the coordinate of the point on the curve where t = 0? A (В (С D -0.571 1.654 2.878 7.410

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
Question
3
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653
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1
A curve in the zy-plane is given by parametric functions x (t) and y (t), where d = 2-In (t³ +t+1) and d = 4 arctan (²+2) - 5 for t≥ 0. The coordinates of the point on the curve where t = 5
are (-1.219, 4.532). What is the coordinate of the point on the curve where t = 0 ?
dt
A
B
D
-0.571
(C) 2.878
۔۔۔
1.654
7.410
2
W
F2
#
3
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F3
$
4
R
DII
%
5
FS
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6
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PrtScn
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8
Home
F9
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Transcribed Image Text:3 O O 203 653 *** 1 A curve in the zy-plane is given by parametric functions x (t) and y (t), where d = 2-In (t³ +t+1) and d = 4 arctan (²+2) - 5 for t≥ 0. The coordinates of the point on the curve where t = 5 are (-1.219, 4.532). What is the coordinate of the point on the curve where t = 0 ? dt A B D -0.571 (C) 2.878 ۔۔۔ 1.654 7.410 2 W F2 # 3 E F3 $ 4 R DII % 5 FS T A 6 F6 Y * F7 & 7 U PrtScn FB 8 Home F9 9 End F10 O PgUp F11 P PgDn < F12 =
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