Categories
Numerical Analysis

Use these x & y numbers x=[-3.554394277744 0.763730951584876 -3.36660496890545

Use these x & y numbers
x=[-3.554394277744 0.763730951584876 -3.36660496890545 8.66240640636533 3.23330094572157 -0.778484917245805 6.44945632200688 2.8959384560585 -3.68452625814825 -4.54855772666633 4.78872894309461 -9.30285457521677 8.55260876007378 4.75996572524309 0.54699432104826 -4.24613383132964 6.47518591489643 -8.55362681671977 -4.87233075778931 5.81174825318158 -8.71344418730587 -0.0432432955130935 5.32262623310089 -7.64816112816334 5.00654785428196 0.225395355373621 -6.87318505719304 4.43896503187716 -8.59178563114256 9.76443557534367 -9.02181209530681 -0.298545472323895 -6.3344691414386 -9.08148012589663 6.61665572784841 4.67411535326391 -4.89600493106991 -4.4419312896207 8.86955124791712 1.41781220212579 2.88731099572033 8.99586509447545 -1.68394112959504 9.90933800116181 -8.01002914551646 -5.96889332868159 0.794982765801251 4.98408164363354 -7.90123825427145 3.28072028700262 4.305520337075 5.29180105309933 2.74334222543985 -3.98696558084339 -5.96817479003221 5.82345936447382 -3.9124660519883 4.93048376403749 8.19388351868838 -5.6880516000092 -3.93195119686425 8.44715485814959 7.75414151605219 8.92296932637691 -4.14348311722279 -5.80338201019913 5.02073621377349 5.07171825040132 8.44522698316723 1.09526994638145 4.02365531772375 8.37120013777167 6.47892024833709 -6.70773815363646 6.77090912591666 1.35061516892165 5.34015944227576 -4.44963441696018 -5.96140927635133 -7.77549163904041 -7.94775844085962 -8.59823604580015 -5.6959435204044 -8.18172909785062 -3.22014988865703 -5.2880325447768 2.10277419071645 9.1589968232438 4.86828024499118 8.93848836887628 1.75798055250198 -8.4145687520504 4.37768132425845 -5.91274675447494 2.27527447976172 -0.409125084988773 3.26553827151656 -9.51152248308063 -1.73091174568981 8.03479750175029];
y=[-14.3287101829335 24.5246072822354 -1.01392777055435 82.4069522966165 18.6589000945501 4.58128260123228 38.7267138504069 -6.07182251302557 -11.1507275629424 13.519580170161 20.2967427435906 -79.6139916150401 90.2611915334534 6.11773282517638 2.59693133913084 -12.9362664833965 33.5586791038835 -62.7062403077818 -9.84862212264431 32.457322770304 -43.0723318527448 4.19146693092406 24.3141226071724 -32.1666173553559 35.8446154276868 -9.21889551908383 -30.4989127422867 10.9277149551271 -55.4077478121886 119.324231830378 -53.952910505224 5.2631835023765 -20.2855122414039 -60.6777090419068 57.5456687418632 27.3245989109045 -7.19494275763442 2.40066422196349 81.2006265420625 7.14003916025646 -0.2810995579662 98.2093611566739 -6.86308701181726 117.208465195791 -30.8344491418285 -20.5024530778641 11.1615645501861 25.6570887041499 -52.3169337586186 3.99176737886974 19.1472540934109 18.0264808209349 -1.15084394143397 9.64598357345067 -24.6269810240863 43.3421291063926 -15.7283924014418 28.3682243977463 70.4865124428443 -10.7804396148621 6.20668567124943 86.11052959975 54.8392809254894 90.6055510838618 -14.2247277029675 -10.1646241604752 15.37786181484 24.1402212309902 81.2511455753581 -14.0849604055485 -4.11928696167123 69.2644542025147 46.0366783693805 -19.8555767204315 45.9498118143912 0.382287294471947 17.9451032510356 2.68197726286574 -9.71724357970035 -32.6903778784158 -43.9982562098187 -53.1040969426608 -20.9043605016129 -44.4009648406392 -14.4380608519877 -24.4567596274306 9.45697690927556 92.283465803763 17.6564263053377 106.074562539348 -4.76524686818333 -46.4439890820584 13.6466714925239 -25.4341730109929 27.7876479180024 -6.96715790045737 5.39891078284415 -62.9215926697556 -1.37378793909835 75.1183220232118];

Categories
Numerical Analysis

Comment on this statement.

Short proofs and reasons (Recall that Q is an orthogonal matrix and QTQ=I)
(a) In one line explain why the determinant of Q is non-zero.
(b) If Q is nxn and x is any nx1 vector, prove that, Qx.Qy = x.y (dot products)
(c) If l is an eigenvalue of A, prove that l+c is an eigenvalue of A+cI.
(d) Why does a Fourier Series have a term ao/2 but not bo/2?
(e) “The power method computes the largest eigenvalue, but the inverse power method
computes the smallest eigenvalue.” Comment on this statement.
Please be specific and give explaination

Categories
Numerical Analysis

Identify at least three examples.

Based on the outcome of the simulation, was the sale price you set the same as the equilibrium price? Refer to the supply and demand model to explain why they might be different.
Imagine that you own your own business. How would price elasticity of demand impact the pricing decisions of your business?
What are the determinants of price elasticity of demand? Identify at least three examples.
User generated content is uploaded by users for the purposes of learning and should be used following Studypool’s honor code & terms of service.

Categories
Numerical Analysis

How would price elasticity of demand impact the pricing decisions of your business?

Based on the outcome of the simulation, was the sale price you set the same as the equilibrium price? Refer to the supply and demand model to explain why they might be different.
Imagine that you own your own business. How would price elasticity of demand impact the pricing decisions of your business?
What are the determinants of price elasticity of demand? Identify at least three examples.
User generated content is uploaded by users for the purposes of learning and should be used following Studypool’s honor code & terms of service.

Categories
Numerical Analysis

How would price elasticity of demand impact the pricing decisions of your business?

Based on the outcome of the simulation, was the sale price you set the same as the equilibrium price? Refer to the supply and demand model to explain why they might be different.
Imagine that you own your own business. How would price elasticity of demand impact the pricing decisions of your business?
What are the determinants of price elasticity of demand? Identify at least three examples.
User generated content is uploaded by users for the purposes of learning and should be used following Studypool’s honor code & terms of service.

Categories
Numerical Analysis

The examination will consist of short answer conceptual questions and practical exercises/problem questions.

Pratice E–x-a-m Time: 10/11/2022
Duration : 1 hrs
Question structure:
The examination will consist of short answer conceptual questions and practical exercises/problem questions. The questions will be comparable to those covered in class; therefore, the best form of revision will be to work through lecture and tutorial questions, exercises and problems.
Topic covered: Similar to that screenshot attached

Categories
Numerical Analysis

Question 1 for example is which percentage of male deaths were people aged 80 or more?

Hi in attach you can find table with information then you have to answer 14 simple questions . I will send those questions later. question 1 for example is Which percentage of male deaths were people aged 80 or more? thanks

Categories
Numerical Analysis

Give several examples of functions that satisfy this condition or give several examples of functions that do not satisfy this condition.

In your own words describe the Lipschitz condition? Give several examples of functions that satisfy this condition or give several examples of functions that do not satisfy this condition.
References APA style

Categories
Numerical Analysis

Does the method still converge when f(x) has multiple zeros at x*?

Does Newton’s Method converge for any given starting approximation x0? If so, what is the rate of convergence and what is the order of convergence? Does the method still converge when f(x) has multiple zeros at x*?
References APA style

Categories
Numerical Analysis

Does the method still converge when f(x) has multiple zeros at x*?

Does Newton’s Method converge for any given starting approximation x0? If so, what is the rate of convergence and what is the order of convergence? Does the method still converge when f(x) has multiple zeros at x*?
References APA style