Eliminate the parameter from the parametric equations: x(t)=et,y(t)=e5t−e2t+4 Show your work: Show all work. You may either type your work below or attach a picture of your work. Not the question you’re look
In mathematics, a parametric equation is such equation that contains a set of functions linked by one or more independent variables (the variables are called the parameter). Let function x and y be given as the functions of the third variable t (called a parameter)...
Eliminate the parameter t and express y as a function on of x for the equations x = e^t and y = e^{-t} A) Eliminate the parameter t and express y as a function of x for the equations x = t^2 - 1 and y = t^2 + 1. B) Eliminate the paramete...
Parameterβppβpcβpaβccβcpβcaβaaβacβap Values 0.1420 0.1080 0.422 0.0120 0.0114 0.0177 0.0278 0.0059 0.0400 5. Results and discussion 5.1. Dynamics of the disease without any intervention As shown in Fig. 3, a noticeable variation is observed in the prevalence of infection with various...
1. Graph the curve described by the equations x=cos 2t, y=sin t. Eliminate the parameter by using the trigonometric identity, cos 2t=1−2 sin2t. Curve of Parametric Equation When the coordinates are represented by the fu...
Eliminate the parameter to find the cartesian equation of the curve: x=2sinθ, y=cos2θ,−π2≤θ≤π2 The equation of the curve is: y = from x = to x = Parametric to Rectangular...
Eliminate the parameter in the following: (a){eq}x=e^{-2t}, y=6e^{4t} {/eq} (b){eq}x=1 + \sqrt [3]{t}, y=t^{2}-300{/eq} (c){eq}x= \sin(4t), y=\sec(4t){/eq} Parametric Equations: The Cartesian equation can ...
We are given two parametric equations consists of tangent and secant trigonometric function and we need to eliminate the parameter. To solve this problem, we'll apply the trigonometric identity {eq}\sec^2 t- \tan^2 t = 1 {/eq} and simplify the answer to get the...
By eliminating the parameter t, describe and make a simple sketch of the curve {eq}r(t)=< t \ sin \ t,t \cos \ t,t > {/eq} for positive values of t. Parametric Curves: The curves having the form {eq}\rm x=a(t), \ y=b(t...
Consider the parametric curve x=ln(t),y=t,t≥81. Eliminate the parameter to find a Cartesian equation of the curve. Parametric Equations: Let x(t),y(t),a≤t≤b be a set of parametric equations that define a curve in R...