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2. Given E(x, t) En cos(kx-wt)i calculate V x E.

Urgent

The Ministry of Health is planning to build a mobile application software to screen passengers (citizens and expatriates) in Muscat and Salalah airport.  Mobile Application Software contains many modules like User Registration, taking photo, store medical information and generate reports for MoH. The Mobile App software should be tested and implemented in a short time because of COVID-19. A leading software company is chosen for the fully functional software development in order to provide a high speed delivery.  From your understanding which life cycle model might be chosen to develop the mobile app software and Justify it with at least five points.

I need help understanding how it’s x=14 at t=10 secs?

Please answer both as they are very simple. If you can't answer between 24 minutes then please reject the question so I can get back my question. Thank you.

NMU E X O Launch X WA 220-03 X * Cengag x M Inbox (2 x M Fwd: Ple X a Amazor x a Amazor X Psychol x How to X -> i webassign.net/web/Student/Assignment-Responses/last?dep=26014027#question4038310_20 E Apps O Current Student Inf... N Technology Suppor. G A mega-city is defi... O IT Services N My NMU 9 MyUser O NMU EduCat™M N NMU Library G NMU Webmail N NMU >> Consider the three vectors A, B, and C (in the same plane) shown in the figure. B Graphically determine the following and select your answers from the vectors (1 through 7) shown below. Note that case 7 represents the null vector. 2 3 (a) A+B + C 1 (b) -А - В - С 2 (c) A+ 2C + B ---Select--- v (d) A + 2B + C ---Select--- v (e) A + 2B + 2C |---Select--- v Viewing SaI/ed Work Revert to Last Response 8:04 PM O Type here to search )コ G 2/5/2021 22 .. + 田 ↑

A11) Do all the sub-parts in it.

b): The patcutal 0.21 partile a abag the X-aris is Ulx)=822x" is Where Joules meters.2Iher is Dill be and the at Xelom, in in That acelention,

53 SSM An astronomical unit (AU) is equal to the average distance from Earth to the Sun, about 92.9 X 106 mi. A (pc) is the distance at which a length of 1 AU would subtend an angle of exactly 1 second of arc (Fig. 1-8). A light-year (ly) is the distance that light, trav- eling through a vacuum with a speed of 186 000 mi/s, would cover in 1.0 year. Express the Earth-Sun distance in (a) parsecs and (b) light-years. parsec An angle of exactly 1 second 1 pc- -1 AU 1 рс Figure 1-8 Problem 53.