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svlad2 [7]
3 years ago
8

LeGo Financials offer two investment plans. Investment A pays 9 percent interest compounded monthly, whereas Investment B pays 1

0 percent interest compounded semiannually. What are the effective annual rates of Investment A and Investment B?
a) 9.38%; 10.25%
b) 9.75%; 10.50%
c) 9.94%; 10.45%
d) 9.38%; 10.50%
e) 9.75%; 10.25%
Business
1 answer:
12345 [234]3 years ago
7 0

9.38%; 10.25%

Explanation:

The annual rate rate of return is based on the amount of money earned or expended at year-end and is split at the start of the year into an initial investment. The annual returns or cumulative annual rate is also related to as this form.

For example, if you make monthly payments, divide by 12. 2. Multiply by the remaining balance of your mortgage which will be the entire principal for your first deposit. You must incur an excess amount by the amount of the value of your interest rate.

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You use u.s. currency to pay the owner of a restaurant for a delicious meal. the currency
I am Lyosha [343]

b. has intrinsic value. the exchange is an example of barter. is your best answer.

Intrinsic value is the value of a given item without market value.  Pretty much no matter what the market value is (stock), the item's price will not change.

~

6 0
3 years ago
A growing perpetuity is currently valued $6,225.81. The next annuity payment will be $386 and the discount rate is 9 percent. Wh
viva [34]

Answer:

2.8%

Explanation:

The formula to calculate value of a perpetuity is as follow:

V = Annuity payment in year 1 / (r-g)

V: Value of the perpetuity

r: Discount rate

g: Growth rate (missing value)

By inputting numbers into the formula, we have:

6225.81 = 386 / (0.09 - g)

--> g = 2.8%

3 0
3 years ago
Your mom is thinking of retiring. her retirement plan will pay her either $250,000 immediately on retirement or $350,000 five ye
WITCHER [35]
I will go with choice b for answer
4 0
3 years ago
Livingston Fabrication has created the following aggregate plan for the next 5 months (see PDF): Assume that Livingston will hav
Andreyy89

Answer:

Explanation:

worker's production rate = 60/3 = 20units per hour

monthly capacity 160 x 20 = 3200 units.

capacity needed to produce 2000000 units

= 2000000/3200

= 625

therefore, since they already have 500 workers, they need to hire 125 more workers.

b) At the end of October they will have 2 million inventory.

c) Average inventory in each of the months has been listed in the attachment below.

3 0
3 years ago
Giddens Company adopted the​ dollar-value LIFO inventory method on December​ 31, Year 1. On December​ 31, Year​ 1, Giddens' inve
blondinia [14]

Answer:

The value of inventory at Dollar value LIFO is $510,000

Explanation:

dollar-value LIFO method

This is one of the techniques use to integrate inventory items into pool and then valuation is applied on pool rater than on individual item

To calculate the dollar value of ending inventory

we must

Determine value of ending inventory

Determine the difference between ending inventory and beginning inventory at the price of previous year

Determine the difference between ending inventory and beginning inventory at the current price

Add beginning inventory and difference at the current price to get the value of ending inventory on the basis of dollar value LIFO method

The information related to inventory of the company for the current year is given as follows

Beginning inventory is $400,000

Base price index is 100

Ending inventory at current price index is $550,000

Current price index is 110

INVENTORY VALUE AT DOLLAR VALUE LIFO IS CALCULATED AS FOLLOWS

Ending inventory value at base price index = $550,000\times\frac{100}{110}

= $500,000

The increase in inventory at base price index is $500,000 - $400,000

= $100,000

The increase in inventory at current price index is $100,000 × \frac{110}{100}

= $110,000

Calculate inventory at end

inventory at end = inventory at the beginning + increase in inventory at current price

$400,000+$110,000

= $510,000

Therefore, value of inventory at Dollar value LIFO is $510,000

4 0
3 years ago
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