A plane curve C is given parametrically by the functions x (t) = cosh(t) - 2, y(t) = sinh(t), t R.
A Cartesian equation of the curve C is given by:
A) - = 1
B) + = 1
C) - =1
D) + = 5
E) - = 5

Question

A plane curve C is given parametrically by the functions x (t) = cosh(t) - 2, y(t) = sinh(t), t   R.
A Cartesian equation of the curve C is given by:
A) - = 1 
B) + = 1 
C) - =1 
D) + = 5 
E) - = 5

Quizplus · Accepted Answer

The Answer of A plane curve C is given parametrically by the functions x (t) = cosh(t) - 2, y(t) = sinh(t), t   R.
A Cartesian equation of the curve C is given by:
A) - = 1 
B) + = 1 
C) - =1 
D) + = 5 
E) - = 5

A Plane Curve C Is Given Parametrically by the Functions