mxltie1170 mxltie1170
  • 13-05-2023
  • Mathematics
Answered

evaluate the surface integral ∫∫8 where is the helicoid (i.e., spiral ramp) given by the vector parametric equation ⃗ (,)=⟨cos,sin,⟩, 0≤≤1, 0≤≤5.



Answer :

Other Questions

valuate the line integral , where is given by the vector function . 21.
What surfaces are given by the following parameterizations? (That is, what are the images of the following functions over the given domains?) (a) P(s, t) = si +
use the laplace transform to solve the given integral equation. f(t) = 4t − 16 t 0 sin() f(t − ) d
evaluate the limit for ()=⟨−7,sin(),6⟩. limℎ→0( ℎ)−()ℎ=⟨(),(),ℎ()⟩
Evaluate the following integral using complex exponentials and write the result in complex exponential form. Do not include the arbitrary constant. ſel7x cos (x
use the integral test to determine whether the series is convergent or divergent. [infinity] ne−2n n = 1 evaluate the following integral. [infinity] 1 xe−2x dx
sketch some of the vectors for the vector field given by f(x, y) = −yi xj.
let f=(y z)i (z x)j (x y)k. find line integral of f over the path c: r(t)=ti t^2j t^4k, 0