<span>She makes the purchase for $552.86.
After one month, she owes $552.86 + the interest of that month.
One month's interest is 27.3%/12 on the balance, so $552.86 * 0.273/12 = $12.58
At the end of the first month, she owes $552.86 + $12.58 = $565.44.
She pays $195. Now she owes $565.44 - $195 = $370.44
After the second month, she owes $370.44 + interst of that month.
One month's interest is 27.3%/12 on the balance, so $370.44 * 0.273/12 = $8.43
At the end of the second month, she owes $370.44 + $8.43 = $378.87
She pays $195. Now she owes $378.87 - $195 = $183.87
After the third month, she owes $183.87 + interest of that month.
One month's interest is 27.3%/12, so $183.87 * 0.273/12 = $4.18
At the end of the third month, she owes $183.87 + $4.18 = $188.05
She pays $188.05 and pays it off.
The total amount she paid was $195 + $195 + $188.05 = $578.05</span>
A principal diferença está no sotaque e na pronúncia das palavras. Os brasileiros pronunciam todas as letras da palavra escrita e às vezes até estende sons e o português europeu "come" algumas letras. Por exemplo, a palavra "desculpe" (desculpe) em português brasileiro soaria assim: (daish- cool - xixi), em português europeu assim: (daish- coolp)
No que diz respeito aos verbos, em Portugal as pessoas não usam o gerúndio por exemplo: está a chover torna-se "está a chover". No Brasil as pessoas falam "está chovendo".
O vocabulário também apresenta algumas diferenças, por exemplo, no Brasil, a palavra para garçom é Garçom, que foi adotada do francês garçon (que significa menino). Em português europeu, a palavra para garçom é "funcionários de mesa".
Sou capaz de ensinar português brasileiro e europeu porque consigo aprender sotaques facilmente. Mesmo no Brasil há sotaques leves, baianos falam com musicalidade diferente dos gaúchos gaúchos. Quando vou para a Bahia, gosto de me misturar, então falo como uma baiana, e quando vou para o sul falo como uma gaúcha. Com minhas aulas você terá diversão garantida!
Answer:
complementary products
Explanation:
Yachts and spaces to dock are a clear example of complementary products.
If using more of good A requires using of more of good B, then those goods are complementary. In this case, for every additional Yacht sold, there must also be available space to dock, otherwise the value of the Yacht is hindered, thus making those products complementary.
Answer:
The monthly withdrawals are $3,537.85 and will last for 23 years.
Explanation:
We have to calculate the monthly installment of an annuity:
PV 568,900.00
time 276 (23 years x 12 months)
rate 0.004333333 (5.2% = 5.2 / 100 = 0.052 per year we now divide by the 12 months of a year and get the rate for monthly withdrawals.
C $ 3,537.85
Answer and Explanation:
The computation is shown below:
1.
Selling Price = Sales ÷ Units Sold
Current Selling Price = $385,000 ÷ 5500
= $70
Now
Expected Selling Price per unit = $70 + ($70× 10%)
= $77
Now
Expected Sales = 5500 × $77
= $423,500
Now
Net Income = Sales - Variable Cost - Fixed Cost
= $423,500 - $250,000 - $94,000
2.
Sales = $385000
Variable cost = $385,000 × 56% = $215,600
Sales $385,000
Less: variable cost -$215,600
Contribution Margin $169,400
Les: fixed cost -$94,000
Net Income $75,400
As we can see that if there is an increase in Selling Price by 10% so it would produce highest Net Income.
