The option that is not among the Porter's five forces is disruptive technologies.
<h3>What are the Porter's five forces?</h3>
The Porter's five forces is used to analyse the competitive forces of firms operating in a particular industry.
The Porter's five forces are:
- Competition in the industry.
- Potential of new entrants into the industry.
- Power of suppliers.
- Power of customers.
- Threat of substitute products
To learn more about the porter's five forces, please check: brainly.com/question/5183977
Answer:
Explanation:
Productivity per unput dollar=Fees charged from clients/total cost to firm
There are 3 options:
1. Using current software:
Av time=40 min
Researcher's cost=$2 a min
Total cost=40*2=80
Productivity per dollar input=Fees charged from clients/total cost to firm= 400/80=$5
2.
Using company A's software
Av time=30min
Cost of reducing av time=$3.5
Researcher's cost=$2
Total =30*2+3.5=63.50
Productivity per dollar input=400/63.5=6.3
3.
Using company B's software
Av time = 28 min
Cost of reducing av time=$3.6
Researcher's cost=$2
Total cost=28*2+3.6=59.6
Productivity per dollar input=400/59.6=$6.71
Answer - Using company B's software
Answer:
$600 million
Explanation:
On January 1, 2020, the balance of common stock & APIC
Common stock & APIC = Paid-In Capital + Share Capital raised by issuing 50 million shares at $20 per share - Treasury Stock
Here
Paid-In Capital is $500 millions
Issue of 50 million shares at $20
Treasury Stock is 20 million shares at $45 per share
By putting the values, we have:
Common stock & APIC = $500 million + $1000 million - (20 million shares * $45 per share)
Common stock & APIC = $1500 millions - $900 million = $600 million
Answer:
The price of this car=$13,015.925
Explanation:
Given data:
Amount each year=$2,500
Time period=7 years
interest rate=8%
Required:
The price of this car=?
Solution:
The Formula we are going to use is:
Where:
PV is the price of car i.e present value
A is the payment made each year
n is the time period in which payments are paid
r is the interest rate
A=$2,500, r=8%=0.08, n=7
The price of this car=$13,015.925
Answer:
Part A
1. Straight-line.
Year Depreciation expenses ($)
2018 228,750
2019 228,750
2020 228,750
2021 228,750
2. Double-declining balance.
Year Depreciation expenses ($)
2018 460,000
2019 230,000
2020 115,000
2021 110,000
3. Units-of-production. (Assume annual production in cuttings of 200,000; 350,000; 260,000; and 110,000.)
Year Depreciation expenses ($)
2018 198,913
2019 348,098
2020 258,587
2021 109,402
Part B
1. Straight-line.
Year Depreciation expenses ($)
2018 114,375
2019 228,750
2020 228,750
2021 228,750
2022 114,375
2. Double-declining balance.
Year Depreciation expenses ($)
2018 230,000
2019 345,000
2020 172,500
2021 86,250
2022 81,250
3. Units-of-production. (Assume annual production in cuttings of 200,000; 350,000; 260,000; and 110,000.)
Year Depreciation expenses ($)
2018 99,457
2019 273,505
2020 303,342
2021 183,995
2022 54,701
Explanation:
Note: See the calculation in the attached excel file.
