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4. Find the arc length of the semicubical parabola y2 = 13 between the points (1,1)...
Find the arc length for the following curves a. y2 = 4(x + 4), b. x = + OSxs2 1<ys2 Sticky N o Cisco W... Inbox S Pulse Sele Agile Pro
The parabola has representation 4fy = x2 where f is the focal length. Use calculus to find the length of the arc of the parabola in meters. [answer: 7.08 m.] f= 6.53
1) Find the arc length for the following curves. a. y2 = 4(x + 4)3, b. x= 0<x<2 1 sys2 + 4y2 2) Find the surface area resulting from the rotation of the curve about X axis a. 9x = y2 + 18, b. y = V1 + 4x, 2<x< 6 1<x<5 3) Find the surface area resulting from the rotation of the curve about th Y axis. a, y = 1- x2 0 SX S1
4. Find the arc length from (-3,4) clockwise to (4,3) along the circle r2 + y2 = 25. (Hint: to evaluate the integral, look at the integral formulas from the beginning of section 8.1).
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12:41 - A A) a a lies between the points (0,0) and (1,1). If your CAS has trouble evaluating the integral, make a substitution that changes the integral into one that the CAS can evaluate. 33. Sketch the curve with equation x2/3 + y2/3 = 1 and use symmetry to find its length. 34. (a) Sketch the curvey - x (b) Use Formulas 3 and 4 to set up two integrals for the are length from (0,0)...
Find the area enclosed by the parabola y2-3y+4 and the line x 2y+4 ts where the parabola and the line intersect. Give your answer as a comma-separated list of points, e g Worksheet b) Determine the area of the enclosed region. Give your answer as an exact expression Worksheet Area 100%
Find the area enclosed by the parabola y2-3y+4 and the line x 2y+4 ts where the parabola and the line intersect. Give your answer as a comma-separated list of...
Evaluate the line integral Sc(xy? + siny)dx, where C is the arc of the parabola x=y2 from (0,0) to (12,n).
(3 points) Find the slope of the tangent line to: a. the parabola y2 = 8c at the point (9,6); m = b. the ellipse 2? + $y? = 1 at the point (V14,1); m= -2sqrt(14) c. the hyperbola x² - y2 = 1 at the point (V3,V2). m
11. The arc length of a segment of a parabola ABC of an ellipse with semi-minor axes a and b is given approximately by: LABC - 5202 + 1642 + b 1.44 + 1/62 +1622 (a) Determine Lasc if a - 11 in and b - 9 in. ABC Sah
2. (10 points) Find the arc length of the following paths. (The length of the path e(t) for to st<t is L = S ||'(t)||dt) (a) (5 points) c(t) = (t +1, 24243/2, {{2) for 1sts2