Marks 4 3. Find the length of the curve x t + cos t, y= t - sin t on the interval 0<t<2m.
Marks 4 3. Find the length of the curve x t + cos t, y= t - sin t on the interval 0
Consider the curve y = f(x) with f(x) = 2+ | V+ – 1 dt. Find the value of X > 1 so that the length of the curve between (1, 2) and (x, f(X)) is 12 Enter the value of X as a decimal that is correct to at least one decimal place.
Which of the following integrals represents the length of the parametric curve x = 1+e', y=t, -3 <t< 3, about the X-axis? A. Vet? + 4t2 dt 3 B. V2et + 4t2 dt Ve2t + 4t dt D. Vet + 4t2 dt U V2e + 4t dt 3 F. . Vet + 4t dt
Find the exact length of the curve. x = t 2 + t' y = In(2 + t), 0<t< 5 1.2986 Need Help? Read It Watch It Talk to a Tutor
Question 11 Find the length of the curve with parametric equations x = 2t, y = 3t, where 0 <t < 1. 10 42-2 O 4V2 - 1 22-1 4/ Question 12 True or false: y=x cos x is a solution of the differential equation y + y = -2 sin x True False
Find the arc length of the curve y= syosin?(514) - 1 dt for -55x55. Yanıtınız: 2019 п OVO оо o cos(-5) - cos(5) sin (5) 2 2079 TI
4.Consider the curve described by the parametric equations x= sin(t)=cos2(t) ,y= sec(t). Verify that all points on this curve satisfy the equation x^2+y^2=y^4
at) Find the length of the given curve. V1 - 3y?, 0.05 Sys 0.2
(1 point) Find the length of the given curve. x = y3/6 + 1/(2), 14 25 y L= (1 point) Find the length of the given curve. cos(2t) dt, 0 x 2 0 L=
4. Find the length of the curve x 1 f(x)= 12 +-, 1<x<4. х