List the formulas for slope of a tangent line, area, and arc length for parametric equations. Whe...
Let the curve C in the (x, y)-plane be given by the parametric equations x = e + 2, y = e2-1, tER. (a) Show that the point (3,0) belongs to the curve C. To which value of the parameter t does the point (3,0) correspond? (b) Find an expression for dy (dy/dt) without eliminating the parameter t, i.e., using de = (da/dt) (c) Using your result from part (b), find the value of at the point (3,0). (d) From...
Let A be the arc length of the curve on the given interval: Let B be the slope of the graph of the parametric equations and when Let C be the r-coordinate of the two points of horizontal tangency to the polar equation Evaluate: A + B + C as a simplified fraction. We were unable to transcribe this imageTE We were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this image
this is the second time i post this please do it right this
time and show all the steps
(10 pts) 3. Find the area inside the asteroid given by the parametric equations x=4cos') and y4sin' for OSIS2.. Show the setup of the integral and use your TI84's "fnint command to find the area.. (10 pts.] 4. Find the arc length of the asteroid given by the parametric equations x=4cos' (/) and y4sin) for Osis 2. Show the setup of...
Please answer both questions,
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4. 15 points SCalcET8 10.PP501.XP. A curve is defined by the parametric equations below. cos(u) du y= Find the length of the arc of the curve from the origin to the nearest point where there is a vertical tangent line. Need Help? İ-Read it-İLTalk to aTutor Submit Answer Save Progress 5. 15 points SCalcET8 11.PP.006 Find the sum of the series 5 , 7 , 25 , 35 , 49...
Need help with both 4 and 5
4. ㅢ5 points SCalcET8 10.PP.501.XP. A curve is defined by the parametric equations below. Find the length of the arc of the curve from the origin to the nearest point where there is a vertical tangent line. Need Help? Talk to a Tter Read It Submit Answer Save Progress . 15 points SCalcET8 11.PP.006 Find the sum of the series 2 3 4 6 8 9 12 where the terms are the reciprocals...
a) Find the exact value of the slope of the line which is
tangent to the curve given by the equation
r = 2 + cos θ at
. You must show your work.
b) Set up, but do not evaluate, the integral that represents the
length of the curve given by
x = t - t2,
, over the interval 1 ≤ t ≤ 2.
D 4,3/2 y=7
D
4,3/2 y=7
Question 6 14 pts Consider the curve C defined by the parametric equations: x f(t) y= g(t) = sint -t costt (d) Which picture shows the curve C? Recall the curve C is defined by : x= f(t) cos t g(t) = sint - t y 20 20 10 10F 0 -10 -10 -20 -20 -20 10 -20 10 C 20 -10 0 10 (i) (ii) X 20 20 10 10 0 0 10 -10 -20 -20h -20 10 -20...
Give parametric equations that describe a full circle of radius
R, centered at the origin with clockwise orientation, where the
parameter t varies over the interval [0,22]. Assume that the
circle starts at the point (R,0) along the x-axis.
Consider the following parametric equations, x=−t+7, y=−3t−3;
minus−5less than or equals≤tless than or equals≤5. Complete parts
(a) through (d) below.
Consider the following parametric equation.
a.Eliminate the parameter to obtain an equation in x and y.
b.Describe the curve and indicate...
2
dv do sine Math 2120 Spring 2019 Final Exam Show Works fo NAME #1 Give a set of parametric equations that describes the following curves. The piecewise linear path from P(-2.3) to 0(2.-3) to R(3.5). using parameter values Osis2 #2. Find the points at which the following polar curves have a horizontal or a vertical tange #3. Find an Equation for describing the following object: A sphere with center (1, 2,0 pa point (3, 4, 5). dy Slopes of...
22. Find parametric equations of the line tangent to the sur- face z at the point (3, 2, 72) whose projection on the xy-plane is (a) parallel to the x-axis; (e) parallel to the line x y (b) parallel to the y-axis; 1. The system in Fig,1 is in equilibrium, with the string in the center exactly horizontal. Block A weighs 40 N, block B weighs 50 N, and angle is 35°. Find (a) tension Ti. (b) tension T2. (c)...