5

#P# Ldob ReaderDocumneniMoolsWindor10A14 0QLESIION2Suppose in country Bliss_ 6090 of its population lives in condominiums (dznoted by and 409 lives houses (denoted ...

Question

#P# Ldob ReaderDocumneniMoolsWindor10A14 0QLESIION2Suppose in country Bliss_ 6090 of its population lives in condominiums (dznoted by and 409 lives houses (denoted by H) The observed yearly transition matix Tis;[o.35 0.65 0.45 0355Interpret the elements in the second Iow of matrix Tpoints)After the lapse of one year. do the majority of country Bliss people still prefer to live in condominilms than t0 live in houses? points)Find the respective equilibrium percentages of people living in condomini

#P# Ldob Reader Documneni Mools Windor 10 A 14 0 QLESIION2 Suppose in country Bliss_ 6090 of its population lives in condominiums (dznoted by and 409 lives houses (denoted by H) The observed yearly transition matix Tis; [o.35 0.65 0.45 0355 Interpret the elements in the second Iow of matrix T points) After the lapse of one year. do the majority of country Bliss people still prefer to live in condominilms than t0 live in houses? points) Find the respective equilibrium percentages of people living in condominiums and houses points) 903 P 61 d ENG 10/242019 Type here search



Answers

The New York City Housing and Vacancy Survey showed a total of $59,324$ rent-controlled
housing units and $236,263$ rent-stabilized units built in 1947 or later. For these rental units,
the probability distributions for the number of persons living in the unit are given
(U.S. Census Bureau website, January $12,2004$ ).
a. What is the expected value of the number of persons living in each type of unit?
b. What is the variance of the number of persons living in each type of unit?
c. Make some comparisons between the number of persons living in rent-controlled units and the number of persons living in rent-stabilized units.

In this activity were given a quadratic equation that models a percentage by year. My input X. Is the year, but it's not actually the year. The input is the years since 1990. So if I put in X equals zero, that means zero years since 1990. If I put in X equals two, for example, That means two years after 1990s of the actual year would be 1992. And I'm being asked to create a new equation G. Such that the input is the actual year. So what I am doing Is trying to find out how can I rewrite this? So if I put in 1990, I'm sorry. So that if I put in x equals 1990, I get the input for the original equation. What do I have to do with the input for the new equation to get the original equation? Well, in order to do that, I need to take the input value, 1992 and subtract 1990, moving the starting value from 0- 1990. So my input is going to be oops the same as if I used function P. But with the actual year minus 1990. So this year is plus 1990. The input for P plus 19 nineties. So if I subtract 1990 from the input for G I will get the input for P. Yeah. And that means that my equation for G. I am substituting X -1990 for everything in equation piece, I'm rewriting function p 00075. But Every time I see the input I'm going to replace it with the actual year -1990. So instead of XI have X -1990. Yeah. Yeah. Uh huh. So everywhere that I have the input X. In my equation for P. I am replacing it With the actual year -1990 to get my equation jean.

Because we aren't allowed to show the actual table here. Our goal for this problem is going to be to create a model. So here's what this looks like. We want to first start by um entering data or inputting data provision. Okay, great calculator or Excel. Then you want to select data. Yeah. And create a trend line on trend line. In Excel or aggression line is what it's called the calculator. And then you want to make sure you choose the correct model um um model um form or choose the correct general form. So what I mean by that is going to be it's going to be either a linear form exponential form um Depending on what the problem gives you. And with that form you will obtain the model. And the model is really what we're after. Because once we have the model we can interpret results, predict future outcomes um or determine outcomes of unknown data points. Really that is where modeling becomes a very huge and important aspect within math and science. Um

Look, it's over the ridge. Quatre points. We'd get something like that now for part B over a five year period. The average later change of the population of the United States was, uh So this is the rate of change is because the change in population well, we have 31 right, nine months, three or seven over the change in years. That's 14 minus nine. Excuse me, 11.9 over five is equal to 2.3 people per year. And if we assume that the United States population continues to increase at the same rate for the next 11 years, um, at your 2025 the population will be about the port 318 0.9 plus 11 times 2.3 gates. Ah, and this is equal to 345.8 million.

So we are dealing with reno Nevada and we have that the population Was 346.8 and that's in thousands. So 346,800 people. And this is again time is after the year, 2000 after The year 2000. And we know that in 2005 that the population was 395,000 people. And so we want to determine what K. Is and we know that the population is increasing because from 2000 to 2005 and it went up. So if we plug the 300 95 and thousands here and go through and solve for K. We'll do a Division 395 divided by that Initial population in the year 2000. And then if we take the natural log on both sides we can do a lot of power. Elena B is one and we know that this time was supposed to be five. Fuck that it should be five, this should be five. So we were just about five and that will be that's the exact value for K. Hey is approximately natural log of 395 divided by the 346 points eight. And close my parentheses. And then divide that by five. And that value comes .0-6. It continues on. But basically we know it is increasing because there is approximately a 2.6% increase per year according to that model. Then we wanted to use this model to predict and I'm just going to store that value And we want to use that model in part B to predict for 2010 And for 2015. So we'll take that initial uh huh. 346.8 times e. To the and then we'll put that docile place. But again, I'll use the start values And we'll type in 10 and we'll also type in 15 So 3 46.8 20 p. to the power of and again I'm gonna use what the value I stored the man times town and the first one comes out to be that population. We would Predict to be 400. And I'll put the actual 899, almost 450,000. and then plugging that in and plugging in 15 we get It would be up to 512,428 according to that model. And then part C said, when will it be 500,000. So when would we have this equation? And we can see it's going to happen between those two years because this came out to be a value bigger than 500,000. So I would estimate that it was going to be in 2014 but we can put that value down here and we can solve, So we would be dividing well which is gonna have that value starting my calculator. We would take the natural log on both sides. Or we could use the definition of a lot to rewrite this in the love form can move that down with a lot of the power 0.0 to 16. This is one. So it's really just dividing by that K value 10.0 to 6. So the natural log of 500 divided by that 346.8. Keeping that in parentheses and then dividing by. And again I'm going to use what I start with that value and it does say it's going to take the time of about 14 years, which means in 2014, as I had suggested it with you.


Similar Solved Questions

5 answers
An oorct Tojing Jiora Ina (I76 Patrion Ane [Olre ponono mnln oblect TonngMcllowina JcceictatonOnd Wnich ol tnc lo loning velocity-tuma (OrzongAnttanLEmuQubrk
An oorct Tojing Jiora Ina (I76 Patrion Ane [Olre ponono mnln oblect Tonng Mcllowina Jcceictaton Ond Wnich ol tnc lo loning velocity-tuma (Orzong Anttan LEmu Qubrk...
5 answers
UaMDuanpotntspral L cr(v n)dwlr Keouol chonpe Ine orderor Integralian; Ihie Intedrul bocomae J 0d4ngdcnlye alaeleuae log(B) Va (C)r (D) % (E) VT (v= (G) r Vn (H)y Vn(b) Evaluate the Integral;Answer
uaMDuanpotntspral L cr(v n)dwlr Keouol chonpe Ine orderor Integralian; Ihie Intedrul bocomae J 0d4ngd cnlye alaeleuae log (B) Va (C)r (D) % (E) VT (v= (G) r Vn (H)y Vn (b) Evaluate the Integral; Answer...
5 answers
(4) For each of the following acid-base reactions (a) [4 points] predict the products; (b) [4 points] write the value of equilibrium constant Keq in the space provided; (c) [4 points] check the appropriate box to indicate whether equilibrium favors reactants or products.OHKeqreactants favoredproducts favored(ii)H;C-C=COreactants favoredproducts favoredKeq`
(4) For each of the following acid-base reactions (a) [4 points] predict the products; (b) [4 points] write the value of equilibrium constant Keq in the space provided; (c) [4 points] check the appropriate box to indicate whether equilibrium favors reactants or products. OH Keq reactants favored pro...
5 answers
Find SS R sin(z? +y2) dAif Ris the region in the first quadrant between the circles with center at the origin and radii 1 and 3(7/4) (cos(1) cos(9))(7/4)(sin(1) sin(9) )/8) (cos(9) cos(1))7/4) (cos(9) cos(1))/8) (cos(1) cos(9))
Find SS R sin(z? +y2) dAif Ris the region in the first quadrant between the circles with center at the origin and radii 1 and 3 (7/4) (cos(1) cos(9)) (7/4)(sin(1) sin(9) ) /8) (cos(9) cos(1)) 7/4) (cos(9) cos(1)) /8) (cos(1) cos(9))...
1 answers
Sketch the curve traced out by the given vectorvalued function by hand. $$ \mathbf{r}(t)=(\sin t-2) \mathbf{i}+4 \cos t \mathbf{j} $$
Sketch the curve traced out by the given vectorvalued function by hand. $$ \mathbf{r}(t)=(\sin t-2) \mathbf{i}+4 \cos t \mathbf{j} $$...
5 answers
[-/6 Points]DETAILSLARCALC1O 10.3.019.Consider the following infomation: Parametric Equations Parimetergraphing utility graph the curve represented by the parametric equations_0 -10(b) Use graphing udlity find dxldl; dyldt; and dyldx at the given value of the parameter:c) Flnd an equadion the tangent line to the curve the given value of the parameter;(d) Use graphing utility graph the curve and the tangent Iine from part (c)0 -10
[-/6 Points] DETAILS LARCALC1O 10.3.019. Consider the following infomation: Parametric Equations Parimeter graphing utility graph the curve represented by the parametric equations_ 0 -10 (b) Use graphing udlity find dxldl; dyldt; and dyldx at the given value of the parameter: c) Flnd an equadion the...
5 answers
MUST SHOW ALL TOUR WORK! PRORI EM #2 Show EACH Step CLEARLYI WRITE eac dncr Ml,incucg Men [C4 solicd' Wce Dnctpczcc; UCM Scuc cetall Kllo Tc k Diru L oluln Tet Hypothesi# (Criteria) , Conclusion (ConvergefDiverge), & EXACT Test Namcl , E-[0u 71+22 5-10o (n+152
MUST SHOW ALL TOUR WORK! PRORI EM #2 Show EACH Step CLEARLYI WRITE eac dncr Ml,incucg Men [C4 solicd' Wce Dnctpczcc; UCM Scuc cetall Kllo Tc k Diru L oluln Tet Hypothesi# (Criteria) , Conclusion (ConvergefDiverge), & EXACT Test Namcl , E-[0u 71+2 2 5-10o (n+152...
4 answers
A) DISCUSS how to use the variable –parts perspective, a stripdiagram and a table to explain how various different quantities ofred and yellow paint can be in the same ratio 3 to 2. b) Include adiscussion on why it makes sense that all those mixtures shouldmake the same shade of orange.
a) DISCUSS how to use the variable –parts perspective, a strip diagram and a table to explain how various different quantities of red and yellow paint can be in the same ratio 3 to 2. b) Include a discussion on why it makes sense that all those mixtures should make the same shade of orange....
5 answers
Solve the given differential equation by using an appropriatesubstitution y' = (−2x + y) 2 − 7
Solve the given differential equation by using an appropriate substitution y' = (−2x + y) 2 − 7...
5 answers
Question 3: For a chain in poor solvent, find how 𝜉𝑎𝑑𝑠 scales with 𝛿.
Question 3: For a chain in poor solvent, find how 𝜉𝑎𝑑𝑠 scales with 𝛿....
5 answers
Additional information:fc KB 0,5 Lw+h(KB-30 N mm?)W-33(10-kk) (W: Water content, kk= Fineness modulus of aggregate mixture)fcaim-fck +t . 6
Additional information: fc KB 0,5 Lw+h (KB-30 N mm?) W-33(10-kk) (W: Water content, kk= Fineness modulus of aggregate mixture) fcaim-fck +t . 6...
5 answers
What is the IUPAC name for the following alkane? CHz CHi CH_CH; CHz CHzSubmit AnswerRetry Entire Groupmore group attempts remaining
What is the IUPAC name for the following alkane? CHz CHi CH_CH; CHz CHz Submit Answer Retry Entire Group more group attempts remaining...
5 answers
ITHAP1Z 3 3.028My Notes Ask Your TeAcHIRPuDticenowixTne sstem cobibentmoy hove uniolttclulion nymiber colullan0nc olutior Uie malikc therc coluhan Enteen Hamaen SOLUTION: Infimntele 60 Jton Cadter Mnmcrt torit ul { 02 EaampltGoltbatalbudlaiulUte67n=Need Holp?
ITHAP1Z 3 3.028 My Notes Ask Your TeAcHIR PuDticenowix Tne sstem cobibentmoy hove uniolttclulion nymiber colullan0nc olutior Uie malikc therc coluhan Enteen Hamaen SOLUTION: Infimntele 60 Jton Cadter Mnmcrt torit ul { 02 Eaamplt Goltba talbudlaiul Ute 67n= Need Holp?...

-- 0.023091--