VE is A cartesian equation of the parametric curve x = 12t + 2/t – 4, y = /t is O A. No solution OB.y = (2y – 1)(6y – 4) бу - OC. x = (2y + 1) 6y – 4) OD X = (2y - 1) (6y +4 1)(2) + 4) OE. X = (6y –1)(2y +4

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.4: Plane Curves And Parametric Equations
Problem 34E
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Question 1
A cartesian equation of the parametric curve x= 12t + 2E – 4, y = Vi is
O A. No solution
ОВx- (2у-1) (бу - 4)
X =
OC.
O C.x = (2y + 1 [ 6y – 4
OD.x = (2y – 1)(6y +4)
X = | 2y
OE.
x = [ 6y – 1 || 2y +
Transcribed Image Text:Question 1 A cartesian equation of the parametric curve x= 12t + 2E – 4, y = Vi is O A. No solution ОВx- (2у-1) (бу - 4) X = OC. O C.x = (2y + 1 [ 6y – 4 OD.x = (2y – 1)(6y +4) X = | 2y OE. x = [ 6y – 1 || 2y +
Question 1
A cartesian equation of the parametric curve x= 12t + 2E – 4, y = Vi is
O A. No solution
ОВx- (2у-1) (бу - 4)
X =
OC.
O C.x = (2y + 1 [ 6y – 4
OD.x = (2y – 1)(6y +4)
X = | 2y
OE.
x = [ 6y – 1 || 2y +
Transcribed Image Text:Question 1 A cartesian equation of the parametric curve x= 12t + 2E – 4, y = Vi is O A. No solution ОВx- (2у-1) (бу - 4) X = OC. O C.x = (2y + 1 [ 6y – 4 OD.x = (2y – 1)(6y +4) X = | 2y OE. x = [ 6y – 1 || 2y +
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