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love history [14]
2 years ago
11

Decision tree probabilities are primarily used to a.find overlooked choices to the problem. b.analyze more complex problems and

to identify an optimal sequence of decisions. c.analyze less complex problems while identifying the optimal sequence of decisions. d.None of these choices are correct.
Business
1 answer:
True [87]2 years ago
8 0

Answer:

b.analyze more complex problems and to identify an optimal sequence of decisions.

Explanation:

The probabilities of the decision tree should be applied in order to have an analyse for more problems that are complex in nature also it helps in identifying the optimal sequence for the decisions

So as per the given scenario, the option b is correct

And, the remaining of the options seems wrong

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3 years ago
You've got your budget, credit history and saving in order. whats your next step before shopping for a home?
Softa [21]

Answer:

The correct answer is letter "A": Shop for a mortgage.

Explanation:

After setting a budget and starting a housing fund, checking your credit report and scores, and accruing a certain amount of money to make possible acquiring a house, the next step implies being pre-approved by a mortgage lender. This will give you an idea of how much money a bank might approve to lend you to purchase the property. Thus, after this and finding a Real Estate agent, <em>you can start checking what houses are available for purchase according to what you can afford.</em>

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2 years ago
A mortgage of $80,000 with 2 points means the borrower would have to pay at closing $800. Group startsTrue or FalseTrue, unselec
zavuch27 [327]

A mortgage of $80,000 with 2 points means the borrower would have to pay at closing $800 is false because the real pay at closing is $1,600.

<h3>What is mortgage?</h3>

A mortgage is a loan that is used to buy or to maintain a land, home, or other sort of real estate.

The borrower checks to refund the lender over a period of time, usually in an ordination of regular installments divided into principal and interest. The property is used as security for the loan.

According to the given information,

Mortgage Amount = $80,000

Points = 2

Let the 2 points is taken as a percentage:

Point 1 = 1%, and

Point 2 = 2%

Now, as we know that in the loan process, the amount of point is cyphered at the closing. Then, the closing cost is commuted as:

\text{Closing Cost Amount} =\text{Mortgage} \times \text{Points}\\\\\text{Closing Cost Amount} =$80,000 \times 2\%\\\\\text{Closing Cost Amount} =\$1,600

Therefore, the given problem is false, that the borrower have to pay $800, he would have to pay only $1,600.

Learn more about the mortgage, refer to:

brainly.com/question/15074748

#SPJ1

3 0
2 years ago
During January 2018, the following transactions occur:
umka2103 [35]

Answer:

See explanation section

Explanation:

Jan. 1     Equipment           Debit        $20,300

             Cash                     Credit       $20,300

To record the purchase of equipment assuming by cash.

Jan. 4    Accounts payable    Debit        $10,300

             Cash                         Credit        $10,300

To record the cash paid to accounts payable.

Jan. 8     Purchase           Debit        $90,900

              Accounts payable              Credit       $90,900

To record the purchase of additional inventory (supplies) on account

Jan. 15    Cash                             Debit        $22,800

              Accounts receivable   Credit       $22,800

To record the cash received from customers

Jan. 19    Salaries expense         Debit       $30,600

               Cash                             Credit      $30,600

To record the cash paid for salaries expense

Jan. 28    Utilities expense         Debit       $17,300

               Cash                            Credit       $17,300

To record the cash paid for utilities expense

Jan. 30    Accounts receivable   Debit       $228,000

               Sales                            Credit       $228,000

To record the sales on account.

6 0
3 years ago
Read 2 more answers
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