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Leona [35]
3 years ago
14

Richie Rich has been approved for a 90% loan. Richie is under contract to purchase a home for $400,000 and put $5,000 earnest mo

ney down with the contract. If Richie's lender is charging 1% origination, 1% discount, and the title company fees total $1,350, how much does Richie need to bring to closing
Business
1 answer:
Alex73 [517]3 years ago
6 0

Answer:

Richie Rich

The total amount that Richie needs to bring to closing the transaction is

= $43,550.

Explanation:

a) Data and Calculations:

Cost of home purchase contract = $400,000

90% loan to be given Richie = $360,000 ($400,000 * 90%)

Therefore, 10% will be provided by Richie = $40,000 ($400,000 * 10%)

Earnest money down payment = $5,000

Balance required from Richie = $35,000 +

Additional 1% of $360,000 for origination fee = $3,600 ($360,000 * 1%)

Additional 1 of $360,000 for discount = $3,600 ($360,000 * 1%)

Title charge = $1,350

Total amount that Richie needs to bring to closing the transaction = $43,550 ($35,000 + $3,600 + $3,600 + $1,350).

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Informal institutions are composed of sets of:
Evgesh-ka [11]

Answer:

The correct answer is letter "A": voluntary agreements.

Explanation:

Informal institutions are groups of people that gather voluntarily because of common social rules under non-regulated scenarios. Clans are examples of informal institutions. Informal institutions are not considered as a culture and tend to have a self-enforcing regulatory operations approach.

5 0
4 years ago
Reserve requirements are regulations concerning
Levart [38]
B. Reserve requirements are based on the ratio of how many deposits are put into the bank. More deposits = higher reserve requirements. Less deposits = less reserve requirements
3 0
4 years ago
If the actual terms of trade are 1 belt for 1.5 swords and 70 belts are traded, how many belts will Morocco gain compared to the
motikmotik

Answer:

If Morocco produces 120 belts and exports 70 belts:

  • it will receive 105 swords (= 70 x 1.5)
  • it will consume 50 belts (its domestic consumption of belts will decrease by 10)

Explanation:

Without trade, Morocco will produce 60 swords and 60 belts and consume them all, but if it engages in trade, it will produce 120 belts.

  • Morocco's opportunity cost of producing one belt = 60 / 60 = <u>1</u>
  • Morocco's opportunity cost of producing one sword = 60 / 60 = 1

  • Estonia's opportunity cost of producing one belt = 100 / 40 = 2.5
  • Estonia's opportunity cost of producing one sword = 40 / 100 = <u>0.25</u>

If Morocco produces 120 belts and keeps current consumption level:

  • it consumes 60 belts
  • it can trade 40 belts for 60 swords
  • it will have a 20 belt surplus production

If Morocco produces 120 belts and exports 70 belts:

  • it will receive 105 swords (= 70 x 1.5)
  • it will consume 50 belts

6 0
4 years ago
You invest $1,000 now, at an annual simple interest rate of 6%. What is the effective rate of interest in the fifth year of your
Delvig [45]

Answer:

The effective rate of interest in the fifth year is 6.15%

Explanation:

Mathematically, the effective rate of interest can be calculated as follows;

Reff = (1 + r/y)^y - 1

where;

r is the interest rate = 6% = 6/100 = 0.06

y is the period = 5 years

Substituting these values;

Reff = (1 + 0.06/5)^5 - 1

Reff = (1 + 0.012)^5 - 1

Reff = 1.012^5 - 1

Reff = 1.061457 - 1

Reff = 0.0615 which is 6.15%

3 0
3 years ago
Craigmont uses the allowance method to account for uncollectible accounts. Its year-end unadjusted trial balance shows Accounts
Slav-nsk [51]

Answer:

$4,710

Explanation:

The computation of bad debts expense adjusting entry is shown below:-

Bad debts expense adjusting entry = Sales + Uncollectible allowances - Balance in allowance for doubtful accounts

= ($1,175,000 × 0.5%) - $1,165

= $5,875 - $1,165

= $4,710

Therefore for computing the bad debts expense adjusting entry we simply applied the above formula.

The adjusting entry is shown below:-

Bad Debt A/c Dr, $4,710

     To Allowance for Doubtful Debts $4,710

(Being bad debt account is recorded)

5 0
4 years ago
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