The rectangular equation of the plane curve, with parametric equations $x ( t ) = 3 - t , y ( t ) = t + 3$ with $t \in ( - \infty , \infty ),$ is

A) $x - y = 6$
B) $x + y = - 6$
C) $x - y = - 6$
D) $x + y = 6$
E) $x + y = - 3$

Question

The rectangular equation of the plane curve, with parametric equations $x ( t ) = 3 - t , y ( t ) = t + 3$ with $t \in ( - \infty , \infty ),$ is

A) $x - y = 6$
B) $x + y = - 6$
C) $x - y = - 6$
D) $x + y = 6$
E) $x + y = - 3$

Quizplus · Accepted Answer

The Answer of The rectangular equation of the plane curve, with parametric equations $x ( t ) = 3 - t , y ( t ) = t + 3$ with $t \in ( - \infty , \infty ),$ is

A) $x - y = 6$
B) $x + y = - 6$
C) $x - y = - 6$
D) $x + y = 6$
E) $x + y = - 3$

The Rectangular Equation of the Plane Curve, with Parametric Equations x(t)=3−t,y(t)=t+3x ( t ) = 3 - t , y ( t ) = t + 3x(t)=3−t,y(t)=t+3

The Rectangular Equation of the Plane Curve, with Parametric Equations $x ( t ) = 3 - t , y ( t ) = t + 3$