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santiago anderson

santiago a.

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compute the number of paths consisting of exactly 10 edges, which start at the vertex 1, end at vertex 2, and do not pass through the vertex 3

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Taxation, expenditures, and debt management of the federal government is called fiscal policy.

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Find the measures of? 1, ?2, ?3, and ?4 if some angles formed are related as shown and $l \parallel m \parallel n$. $2x - 18°$ $x - 18°$ $x + 15°$ m(?1) = degrees m(?2) = degrees m(?3) = degrees m(?4) = degrees

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Unit Review - Early America given us trouble. 15- Then we embarked. We had rowed two crossbow shots from shore when a wave inundated us. We all got wet, and being naked and the cold very great, the oars dropped out of our hands. The next wave overturned the barge. The inspector and two others clung to her to save themselves, but the contrary happened; they got underneath the barge and were drowned. 16- The shore being very rough, the sea took the others and thrust them, half dead, on the beach of the same island again, less the three that had perished underneath the barge. 17- The rest of us, as naked as we had been born, had lost everything, and while it was not worth much, to us it meant a great deal. It was in November, bitterly cold, and we in such a state that every bone could easily be counted, and we looked like death itself. Of myself I can say that since the month of May I had not tasted anything but toasted maize, and even sometimes had been obliged to eat it raw. Although the horses were killed during the time the barges were built, I never could eat of them, and not ten times did I taste fish. This I say in order to explain and that any one might guess how we were off. On top of all this, a north wind arose, so that we were nearer death than life. It pleased Our Lord that, searching for the remnants of our former fire, we found wood with which we built big fires and then with many tears begged Our Lord for mercy and forgiveness of our sins. Every one of us pitied not only himself, but all the others whom he saw in the same condition. 18- At sunset the Native Americans, thinking we had not left, came to bring us food, but when they saw us in such a different attire from before and so strange-looking, they were so frightened as to turn back. I went to call them, and in great fear they came. I then gave them to understand by signs how we had lost a barge and three of our men had been drowned, while before them there lay two of our men dead, with the others about to go the same way. If you were writing about how de Vaca's experiences with the Native Americans may have influenced him to treat them humanely later in his life, which highlighted section(s) would you cite? section 16 section 17 section 21-22

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A 4-year term insurance policy has an annual premium of $400, and at the end of 4 years, all payments and interest are refunded. What lump-sum deposit is necessary to equal this amount if you assume an interest rate of 4.5% compounded annually? (a) State the type. O ordinary annuity O future value O amortization O sinking fund O present value of an annuity (b) Answer the question. (Round your answer to the nearest cent.) $

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Question 10 (2.5 points) IP addresses a) cannot ever change O b) O c) O d) are just like cookies 2 are used by search engines to identify a personal computer's IP address and that number is used to link together all of an individual's searches are not safe behind a firewall

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+++++= n=0 cosx= (2n) 0 sinx= X 2+1 n=0 -0<x< a2.2.1.ProblemProve the following identitywhere stands for the imaginary number,=-1. e=cosx+isinx. This result is known as,Euler's Theorem. 2.2.2.ProblemUse the above result to prove the following identity +1=0. This result is known as,Euler's ldentity a 2.2.3.ProblemUse the result of the first problem to prove the following identity cosx+isinx=cosnx+isinnx This resut is known as,DeMolvre's Theorem. 2.2.4.ProblemUse the result of the first problem to prove the following identity =xs0 and And then,use the above pair of densities to prove the following trig-identities sin(x+y=sinxcosy+cosxsiny cos(x+y=cosx cos y-sinxsin y

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1. (a) Roll two fair 6-sided dice (one red and one green). What is the probability that the sum is 8? (b) Roll six fair 6-sided dice. What is the probability that all show different faces? (c) Twelve randomly selected students each roll one fair 12-sided dice. What is the prob- ability that each die lands on the month corresponding to the roller's birthday. (For example, a student born in March would correspond to the number 3.) Assume that each birth month is equally likely. (d) Six fair six-sided dice are rolled. What is the probability of observing (exactly) three pairs? (e) A die is rolled three times. What is the probability that you get a larger number each time?

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3) (25pts.) Approximate $f(1)$ by using Newton's interpolating polynomial corresponding to the data \begin{tabular}{c|cccc} $x$ & -2 & -1 & 0 & 2 \\ $f(x)$ & 0 & -4 & 2 & 4 \\ \end{tabular} 4) (10 + 15pts.) Consider the integral $I = \int_0^1 x \, dx$. a) Derive two-point Gaussian quadrature. ($\int_{-1}^1 f(x) dx \approx A_0 f(x_0) + A_1 f(x_1)$). Use monomials $(1, x, x^2, x^3)$. Approximate the integral $I$ by using the two-point Gaussian quadrature. b) Approximate the integral $I$ by using the Simpson's 1/3 rule with 11 points.

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Texts: You are given the following memory interfacing for an 8086 main board. a) What is the maximum memory capacity in bytes for this design? b) Find the address range for Y2, Y3, Y4, and Y5 of 74LS138 for the following design. Show your computations. TURN Menu 3 QUESTION: X +Olustur Giris yap X Tum araclar Duzenle Donustur imza Metin veya arac bul Q Inputs G1 G2A G2B Outputs Q a) What is the maximum memory capacity in bytes for this design? b) Find the address range for Y2, Y3, Y4, and Y5 of 74LS138 for the following design. Show your computations. 0 X X 0 0 0 88 0 - 0 - - 0 - 0 0 0 IAL 0 0 0 A0O A08 A09 X A YO B Y1 1 A10 2 A11 C Y2 CS A12 Y3 CS D7 A A13 Y4 CS L G2A Y5 SS DO c A14 G2B Y6 to G1 Y7 Q A19 Ara 26Parcali bulutlu 00:23 29.08.2023

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