PreCalculus 1
 👍
 👎
 👁

 👍
 👎

 👍
 👎
Respond to this Question
Similar Questions

Pre Calculus
Identify the parametric equations that represent the same path as the following parametric equations. x(t)=2cos2t y(t)=sin3t a. x(t)=2cos2t y(t)=sin6t b. x(t)=4cos4t y(t)=sin6t c. x(t)=2cos4t y(t)=sin6t d. x(t)=4cos2t y(t)=2sin3t

PreCAL
Write an equation in slope–intercept form of the line with the given parametric equations. x = 9t + 2 y = –6t + 9 Answer Choices (A) y=2/3x3/7 (B) y=3/2x+3/31 (C) y=31/3x2/3 (D) y=2/3x+31/3

Trig
Jimmy wants to rewrite the set of parametric equations x = 1/2 T + 3 and y = 2T  1 in rectangular form by eliminating T. Which of the following equations would help him to eliminate T. A) t = 2(x3) B) t = 2(x+3) C) t = y1 / 2

PreCalculus
The question is "Find parametric equations for the line with the given properties: Slope 2, passing through (10, 20)." I don't even know where to begin, or what to do. Please help! This is an example problem, not the main

PreCalculus
2. Write an equation in slopeintercept form of a line with the given parametric equations. x = 9t + 2 y = 2t – 2 answer choices: a)y=(2/9)x  (22/9) b)y=(22/9)x + (2/9) c) y=(9/2)x  (9/22) d) y=(2/5)x + (2/3) If you could show

Calculus
Eliminate the parameter for the following parametric equations: x(t)=t2 y(t)=t^24 A) y=x^2+2x+8 B) y=x^2+4x+4 C) y=x^2+4x D) y=x^2+4x+8

PreCalculus Help?
Rewrite the following parametric equations by solving for y x(t) = e^t y(t) = 3e^2t a) y=1/3x^2,x>0 b)3/x^2, x>0 c) y= 3e^t, x>0 d) y=4e^t, x>0

Calculus
Find the equation of the tangent to the curve at x = 3 for the parametric equations below: x= t+1/t y= t^2+1/t^2, with t>0 a) y= 2x+1 b) y= 6x11 c) y= 6x39 d) y= 2x1

PreCalculus
Which is the polar form of the parametric equations x=5cos(theta) and y=5sin(theta) ? a. r= 5(theta) b. r= 5 c. r= 25 cos (theta) sin (theta)***** d. r= 25cos^2 (theta) + 25sin^2 (theta) Which is the polar form of the parametric

PreCalculus Help?
the vertical and horizontal positions of a zip line cable are represented by the following parametric equations. Rewrite the parametric equations by elimination the the parameter. x(t)= 3t + 4 y(t) = 5t a) y = 1/3x+19/3 b) y= 19

Calc
A curve is given by parametric equations x=t^2−1,y=t+1. Eliminate the parameter t to find a Cartesian equation of the curveSimplify your answer

Math
Let G be the graph of the parametric equations x = cos(4t), y = sin(6t). What is the length of the smallest interval P such that the graph of these equations for all t E P produces the entire graph G?
You can view more similar questions or ask a new question.