A curve is parameterised by the equations x= 3t +2 and y=9t² +6t +1, where t20. The Cartesian equation of the curve is: А y=(x+1)²< В y=(x-1)² y=x - 2x-14 D y=x -2x-2 E y=x -2x-3e

Advanced Engineering Mathematics
10th Edition
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Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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A curve is parameterised by the equations x= 3t +2 and y=9t² +6t +1, where t20.
The Cartesian equation of the curve is:
А
y=(x+1)² -
В
y=(x-1)²
y=x - 2x-14
D
y=x -2x-2e
E
y=x -2x-3e
Transcribed Image Text:A curve is parameterised by the equations x= 3t +2 and y=9t² +6t +1, where t20. The Cartesian equation of the curve is: А y=(x+1)² - В y=(x-1)² y=x - 2x-14 D y=x -2x-2e E y=x -2x-3e
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