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Marina CMI [18]
3 years ago
9

Distant societies have been able to communicate for centuries through telegraph, telephone, and mail. What technological innovat

ion has made communication and the transfer of data easier and faster than ever before? *
Social Studies
2 answers:
LenKa [72]3 years ago
7 0

Answer:

Distant societies have been able to communicate for centuries through telegraph, telephone, and mail.

lozanna [386]3 years ago
6 0

Answer:

The devepment of the internet

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You work for a lender that requires a 20% down payment and uses the standard debt-to-income ratio to determine
ratelena [41]

According to the standard debt-to-income ratio, the person who would be rated as highest in respect of eligibility for a home loan is person C.

<h3>What is a home loan?</h3>

A home loan is an amount that has been lent for the acquisition or purchase of any house. or apartment for living.

Given values:

<u>Persons    </u>             <u>   Monthly Incomes    </u>      <u> Recurring debts </u>

Person A                    $4,250 ($51,000 / 12)               $350

Person B                     $4,833 ($58,000 / 12)              $250

Person C                     $5,250 ($63,000 / 12)             $200

Person D                     $5,583 ($67,000 / 12)             $450

<u>Step-1 </u> Computation of debt-to-income ratio of person A:

\rm\ Debt \rm\ to \rm\ Income \rm\ ratio=\frac{\rm\ Recurring \rm\ debt}{\rm\ Income}\\ \rm\ Debt \rm\ to \rm\ Income \rm\ ratio=\frac{\$350}{\$4,250}\\\rm\ Debt \rm\ to \rm\ Income \rm\ ratio=8.23\%

<u>Step-2 </u>Computation of debt-to-income ratio of person B:

\rm\ Debt \rm\ to \rm\ Income \rm\ ratio=\frac{\rm\ Recurring \rm\ debt}{\rm\ Income}\\ \rm\ Debt \rm\ to \rm\ Income \rm\ ratio=\frac{\$250}{\$4,833}\\\rm\ Debt \rm\ to \rm\ Income \rm\ ratio=5.18\%

<u>Step-3 </u>Computation of debt-to-income ratio of person C:

\rm\ Debt \rm\ to \rm\ Income \rm\ ratio=\frac{\rm\ Recurring \rm\ debt}{\rm\ Income}\\ \rm\ Debt \rm\ to \rm\ Income \rm\ ratio=\frac{\$200}{\$5,250}\\\rm\ Debt \rm\ to \rm\ Income \rm\ ratio=3.80\%

<u>Step-4 </u>Computation of debt-to-income ratio of person D:

\rm\ Debt \rm\ to \rm\ Income \rm\ ratio=\frac{\rm\ Recurring \rm\ debt}{\rm\ Income}\\ \rm\ Debt \rm\ to \rm\ Income \rm\ ratio=\frac{\$450}{\$5,583}\\\rm\ Debt \rm\ to \rm\ Income \rm\ ratio=8.06\%

Therefore, after finding debt to income ratios of all persons, the lowest ratio comes out to be of Person C at 3.80% which ranked to be the highest.

Learn more about the debt ratio in the related link:

brainly.com/question/14553933

#SPJ1

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