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trasher [3.6K]
3 years ago
6

Two investments are made at the same time. The first consists of investing 1480 dollars at a nominal rate of interest of 7.7 per

cent convertible semiannually. The second consists of investing 1300 dollars at a nominal rate of interest of 7.7 percent convertible daily. How long will it take for the two investments to be worth exactly the same amount?
Business
1 answer:
wolverine [178]3 years ago
4 0

Answer:

2.01yrs

Explanation:

future value = present value * (1+r)^n

where r = interest rate per period

and n = number of periods

=>

1480 * (1+7.7%/2)^n = 1300 * (1+7.7%)^n

=>

n = 2.01 year

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Cotton White, Inc., makes specialty clothing for chefs. The company reported the following costs for 2018: Factory rent $ 36,100
salantis [7]

Answer:

1) Direct materials=$43070

2)Direct labor=$126300

3)Manufacture overhead=$117600

4)Total manufacturing cost=$286970

5)Prime cost=$169370

6)Conversion costs = 126300+117600= $243900

7)Total period cost= $418670

Explanation:

The company reported the following costs for 2018:

1) Direct materials

Thread 1,020

Premium quality cotton material 41,300

Buttons 750

Total= $43070

2)Direct labor

Wages paid to seamstresses 76,200

Wages paid to cutters 50,100

Total= $126300

3) Manufacture overhead

Factory rent $ 36,100

Utilities for factory 24,600

Cutting room supervisor's salary 31,300

Factory insurance 19,100

Depreciation on sewing machines 6,500

Total= $117600

Notice that marketing, Depreciation on salespersons' vehicles and president's salary are not part of manufacturing overhead.

4)Total manufacturing cost=$43070+126300+117600=$286970

5)Prime cost= direct material + direct labor=43070+126300=$169370

6)Conversion costs = Direct labor + Manufacturing overhead= 126300+117600= $243900

7)Total period cost= manufacturing cost + Company advertising + Depreciation on salespersons' vehicles + President’s salary

Total period cost= 286970 + 24200 + 30600 + 76900= $418670

7 0
3 years ago
What is the current yield for a $1000 corporate bond that pays 8.0 percent and has a current market value of $870?
alexandr402 [8]

The current yield for a corporate bond = 9.19 %

Calculation :

Amount of annual interest = face value × rate of interest

                                         =  $1000 × 8.0

                                           = 8000%

Then, Current yield = amount of annual interest / current price

                                 = 8000%  ÷ $870

                                = 9.19 %

Do corporate bonds pay interest?

Corporate bonds pay interest semi-annually, which suggests that, if the coupon is five percent, each $1000 bond can pay the bondholder a payment of $25 every six months--a total of $50 per year

What Is the Current Yield?

Current yield is an investment's annual income (interest or dividends) divided by the present price of the security. This measure examines the present price of a bond, instead of looking at its face value.

Learn more about current yield :

brainly.com/question/12909555

#SPJ4

4 0
1 year ago
The Nacho Division of the Tex-Mex Company has a return on investment (ROI) of 12%, sales of $217,000, and an asset turnover of 4
BlackZzzverrR [31]

Answer:   Nacho's operating income= b. $6,510.

Explanation:

First, we calculate the Total Asset of the Divison.

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Total Assets = Sales/ Asset turnover

= $217,000/ 4

Asset turnover=$54,250

Also Return on investment = Operating Income/ Total Assets

Therefore Operating Income=Return on investment x Total Assets

= 12% X 54,250

=$6,510

4 0
3 years ago
Net income (in millions) $150 Shares outstanding (in millions) 300 Stock price $30.00 What is the price-earnings ratio (to the n
Aloiza [94]

Answer:

60

Explanation:

price-earnings ratio = price / earnings per share

earnings per share = net income / shares outstanding = $150 / 300 = $0.50

$30 / $0.50 = 60

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Which mastery color indicates Apprentice level?<br> Yellow<br> Gray<br> Red<br> Green
masha68 [24]

Answer:

Which mastery color indicates Apprentice level?

Yellow

Gray

Red

Green

Answer: Green

Explanation:

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