I need help withthe steps on page two O WIDey! calSy (.0 P Prey! ho 3 FinO Fin y InƏN O1njrQguo0dB.d216dXSWQmALv25Y70AgqKsnCpycyyMOtNSlpHevoJw/27861604,220,0,0,4,3D6/Assets/676645-8122016-n Connexus%00L| +sphere. In this portfolio, you will extend your knowledge of two-dimensional vectorsto three-dimensional vectors in order to find the shortest distance between twopoints on the surface of Earth.Part 1Choose your starting location and a dream destination location and find the latitudeand longitude for each.Round to four decimal places.Use a negative sign for southern latitudes and/or western longitudes, anduse a positive sign for northern latitudes and/or eastern longitudes.Name of LocationLatitudeLongitudeHammond, Louisiana30.5041667|-90.4611111Destin, Florida30.393534-86.495781Cite your source where you found the latitude and longitude for both locations:https://www.latlong.net/place/destin-fl-usa-2687.html立。 y! 3dNeP PreO') ASy! calThey! deO WIS Ho2FinOFiny! Insz-04epbSinjiQguoOdB d216dXSWQmALv25Y70AggKsnCpycyyMOtNSlpHevoJw/27861604,220,0,0,4,3D6/Assets/676645-8122016-74626-AM-684044P Pearson Connexus3/4%00L日| +Part 2In order to find the distance between these two locations, you need to know theangle between the two vectors (or the central angle). To find the angle, you willneed to find the dot product of your two vectors and find the magnitude of each.Finding the dot product of 3D vectors is essentially the same as finding the dotproduct of 2D vectors:(a,b,c) (d,e, f)= ad +be+cfFinding the magnitude of 3D vectors is also essentially the same as it is for 2Dvectors:Ka,b.c)| = Va² +b² +c²Now find the angle 0 between your two vectors using this formula:V•W0 = cosShow your work in the space below. Be sure to find 6 in radians, not in degrees:(a,b,c) x (d,e,f)(.05266, -.85998, .50760)x(.05272,-.85096, .50594)=(.05266 x .05272)+(-.85988x -.85096)+(.50760 x .50594)立 048°F S

Answered: Image /qna-images/answer/094decd7-0fa8-4c4d-80ff-b5492e976f5f.jpg

(a,b,c) • (d,e, f)= ad + be+cf Finding the magnitude of 3D vectors is also essentially the same as it is for 2D vectors: Ka.b.c) = Va² +b² +c? %3D Now find the angle 0 between your two vectors using this formula: V• W 0 = cos MML Show your work in the space below. Be sure to find 0 in radians, not in degrees: (a,b,c) x (d,e,f) (.05266, -.85998, .50760)x(.05272,-.85096, .50594)=(.05266 x .05272)+(-.85988 x -.85096)+(.50760 x .50594)

(a,b,c) • (d,e, f)= ad + be+cf Finding the magnitude of 3D vectors is also essentially the same as it is for 2D vectors: Ka.b.c) = Va² +b² +c? %3D Now find the angle 0 between your two vectors using this formula: V• W 0 = cos MML Show your work in the space below. Be sure to find 0 in radians, not in degrees: (a,b,c) x (d,e,f) (.05266, -.85998, .50760)x(.05272,-.85096, .50594)=(.05266 x .05272)+(-.85988 x -.85096)+(.50760 x .50594)

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

See similar textbooks

Similar questions

What does Cauchys EU theorem guarantee for The IVP: dy/dt = -(y)^2/2t, IC: (to,0)
Suppose that f(x,y)∈C^2 in some neighborhood of (a,b) and that fx(a,b)=0=fy(a,b). If the Hessian matrix of f is (3−3−3−5) at a critical point (a,b), then (a,b) is a saddle point local minimum local maximum degenerate critical point
dik koordinatylarda x,y öyleki x kare artı y kare küçüktür beş denkleminin grafiğini çiziniz
An ecologist is considering two different positions in which to setup his solar energy collector. He takes two identical collector places one in each of the positions and measure the energy in at collected as 10 consecutive days. Days 1 2 3 4 5 6 7 8 9 10 Position X 2.6 5.4 3.2 5.0 4.3 2.7 2.6 3.9 6.0 1.6 POSITION y 2.8 5.1 3.1 6.0 4.6 3.2 2.9 4.5 6.2 2.2 Test whether the difference of mean is significance ? what will be the answer
Show that there is no Hamiltonian path inCay({(1, 0), (0, 1)}:Z3 ⊕ Z2)from (0, 0) to (2, 0).
Double integrate under z=xy, above the triangle with vertices (0,1),(0,4),(1,1).
Use Euler’s Method – MidpointImprovement to determie value of y
If supX∈S ||X||p 1, then S is uniformly integrable.
Expand x^2y+3y-4 about the point (-1,2) by Taylor's theorem
LetX1,X2,...beindependentrandomvariablessuchthat Xj hastheuniformdistributionon[−j,j],j=1,2,....ShowthatLindeberg’sconditionissatisfied.
The graph of f(x,y)=y2-x2 on XYZ space has a saddle point (a,b) if... choice: (choose one correct answer) D(a,b)>0 and fxx(a,b)>0 D(a,b)>0 and fxx(a,b)<0 D(a,b)=0 D(a,b)<0
Minimize ƒ(x, y, z) = xy + yz subject x2 + y2 - 2 = 0 and x2 + z2 - 2 = 0.