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[2uouls [email protected] muntAcountytan 4 Iowars wanls Io saie netne salon anneyeart MajuneAnuerrormanm-crn Jme cmniaeaed marendamh Uee TJecun Delq e44 anotey-duecon north *oun sounnehaponETPECeHnri MFma5elahicrIcnioriIdeehaibaAecooidinales ol Ihe loansIrmEY @nMaet Etanaincrn orine CLLEAAMaradruano(10 Z0k Toun? I60,70)JadJrMEAuIhe nistonc a+erans ol ann4a expecleutuyt Toun Tonea Tu4n ? JuYealIot j jJoyealand Toan Intalannno pumorHmttorse-uDL Lel tat cuhan tantel Jnn cocmotea cre Iremcan E_Am

[2uouls 7Glmulale [email protected] gne munt Acountytan 4 Iowars wanls Io saie netne salon anneyeart MajuneAnuerrormanm-crn Jme cmniaeaed marendamh Uee TJecun Delq e44 anotey-duecon north *oun sounnehapon ETPECe Hnri MFma5 elahicr Icniori IdeehaibaAe cooidinales ol Ihe loans IrmEY @nMaet Etanaincrn orine CLLEAAMaradruano (10 Z0k Toun? I60,70) JadJr MEAu Ihe nistonc a+erans ol ann4a expecleutuyt Toun Tonea Tu4n ? JuYealIot j jJoyealand Toan Intal annno pumor Hmttorse-uDL Lel tat cuhan tantel Jnn cocmotea cre Iremcan E_AmDAIreEad_MMT UmHmrnlem lha Menallo nna The eaubeur yaabta unted Me halts narn ol Toan [, Ihsn m Wbe 4 ncpa vabt (relexhng soutntn Grxtanccl Thctolal aslance I10m drc hal to Toun (Oub| +|l Ustinn 4 Uny #anuee ut= Rolce Caemn ae Im Maardeet MonantbnTalneInlrornulculon pEdled anual uavelcon Iue hl lo Iocn { #ilbe D - (lel + Iml) (odnnc Aean



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Use the given yearly payment schedule.
a. What is the loan amount?
b. What is the length of the loan?
c. What is the monthly payment?
d. What is the total interest paid?
e. Construct a scatterplot using the data points (year, loan balance).
f. Write a linear regression equation that approximates the year/loan balance relationship. Round to nearest hundredth.
g. Write a quadratic regression equation that approximates the year/loan balance relationship. Round to nearest hundredth.
h. Write a cubic regression equation that approximates the year/loan balance relationship. Round to the nearest hundredth.

$$\begin{array}{|c|c|c|c|}\hline \text { Year } & {\text { Principal Paid }} & {\text { Interest Paid }} & {\text { Loan Balance }} \\ \hline 0 & {} & {} &{\$ 10,000.00} \\ \hline 1 & {\$ 680.52} & {$ 775.41} &{\$ 9,319.48} \\ \hline 2 & {$ 737.01} & {$ 718.92} &{\$ 8,582.47} \\ \hline 3 & {$ 798.18} & {$ 657.75} &{\$ 7,784.29} \\ \hline 4 & {$ 864.43} & {$ 591.50} &{\$ 6,919.86} \\ \hline 5 & {$ 936.17} & {$ 519.76} &{\$ 5,983.69} \\ \hline 6 & {$ 1,013.88} & {\$ 442.05} &{\$ 4,969.81} \\ \hline 7 & {$ 1,098.03} & {\$ 357.90} &{\$ 3,871.78} \\ \hline 8 & {$ 1,189.16} & {\$ 266.77} &{\$ 2,682.62} \\ \hline 9 & {$ 1,287.86} & {\$ 168.07} &{\$ 1,394.76} \\ \hline 10 & {$ 1,394.76} & {\$ 61.18} &{\$ 0.00} \\ \hline\end{array}$$

I've got a control chart all set up here. I put our mean of 615.1, right in the middle and then I doubled the standard deviation, added that onto 6 15.1 and subtracted it from 6 15.1 and then I tripled the standard deviation, added it on and subtract it, subtracted it from 16, 6, 15.1 And these are our two and three standard deviation values in green and then I have plotted the 10 values that we know and you can see here is time is going on that looks like the economy is definitely cooling down. And we also have out of control signals here right at the end, we've got two consecutive points that lie beyond two standard deviations from the mean with with the second set of data, it appears like the economy is heating up. We're above average. We should be a little concerned though, because there is a type two out of control signal because we have nine consecutive points that are all Above the midline, all above that. 615.1

So we're giving the speed, print manufacturers ourselves 18,000 I technology printing presses each year. And the variable and fixed costs of network and repairs are given. So the first question wants us to say, he says, should speak, prints, change the new components and show your calculations. So given the question given the the the the table we're giving and the question about giving look, we're going to find armored vans costs over the next year of choosing the new components. So the relevance cost over the next year of choosing the new compliments Zico to $70 Not supplied by 18,000 units. And as it costs one million to 60 1000. So therefore the cost of saving the cost of quality items. I'm sorry. And the savings in reward coasts. So we're going to have the cost of quality items. Then the savings in your war costs. So We're going to have $79 multiplied by 14,000. We work hours And this is 1, 1 server, six 000 And then savings. We have savings in customer support hours, suppose costs and then 35,000 test $5 multiplied by 8 50 customer supports always. And this is too nice. 7 15 Yeah. And then we have savings. A transportation costs of for parts and then 3 50 Multiply by 2-5 fewer loads. And this is 17 8,007, 15 And the 7th A one C repair costs. So And this is 89. The terrorism is supplied by 8000. We play ours And this is 712,000. Under the opportunity costs. It's one night, 2 6 500. And the contribution imagine for me three steals And this is 1,680,000. And then they cost savings. An additional contribution margin 33606 500. So this is what's going to be now because the expected relevant benefits of 363 million 606,500 exceeds the expected relevant cost of a new component. So you expected ready once benefits is 2060 or 6 500. This exceeds the expected really want costs Which is one million To 60,000. Right? So this big prints should introduce the new components and you should know that the opportunity cost benefits in the form of higher contribution majene from increased is an important component for just to find the investment in the new components. So that's the answer. Not the second question says Suppose that the estimates of 140, I'm sorry Suppose that the estimates of 140 additional printing search purses. So this uncertain what is the minimum number of additional printing presses does pick brains needs to sell to justify adopting the new components. So for this, the incremental cost of the new components is one million to 60 1000 and is less than the incubator savings. And we work with the costs. And this is the cost to 1,096,500. And this is as a result of 1,000,001 06 1000 plus 29007 50 Plus 78,007, 15 Lost 7, 7 months, 2000. So then this is beneficial for speak, print to invest in the new components even without making any seals. So it is beneficial for spring greens. So invests mm didn't you compliments without making additional series. So that's the answer?

As we know that, as we know that under root burk is equal to and is equal to reflective index is equal to reflective index, which is demands. And lace. Richard diamonds and diamonds and Elise went pretty so diamonds and so diamonds and will be equal to am not L not he not option D is the correct answer for this problem. I hope you understand the solution.


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