Answer:
Dinkel's statement of cash flows for the year ended December 31, 2018, would show net cash provided (used) by financing activities of $2,750,000.
Explanation:
Dinkel Company
Statement of cash flows (extract)
Proceed from issuance of common stock $800,000
Proceed from issuance of bonds 2,400,000
Cash dividend on common stock paid (290,000)
Cash dividend on preferred stock paid (120,000)
Purchase of treasury stock (240,000)
Proceed from sale of stocks 200,000
Net cash provided (used) by financing activities $2,750,000
Answer:
I would chose carrier B
Explanation:
The reason i will choose carrier B is because if we consider the cost of capital which is 4% of $70, it is lesser than carrier A.
Calculation
If A = $200
Assuming Maintenance = $60 for 24 month
4% of $60 = 2.4
Now considering we keep replacing the phone after the contract expires and cost of capital is 4%
Therefor: 4% of $60 × 24 =57.6
If we run the same calculation for carrier B,
we have, 4% of %70 = 2.8
therefor: 2.8 × 12 = 33.6
Carrier B is therefore cheaper so ill go for it.
Answer:
Customer landscape: customers' habits, values and preferences related to rugged men. Market landscape: apparel alternatives available in the Chinese market; share market distribution; competitors brand positioning.
Explanation:
The marketing message is the result of marketing strategy based on situational conditions of the company in the US, that market is different from the Chinese market so that the strategic analysis could find as a result a different message more appealing for rugged men in China.
Answer:
The first worker complete the job in 25 days himself
The second worker complete the job in 20 days himself
Explanation:
r1= rate of work done by first worker
r2=rate of work done by second worker
W= total work done
t days= time taken by the 1st worker to complete the job
r1(t)=W
r1=W/t (1)
Then the time taken by the 2nd worker to complete the job is t-5 days.
r2(t−5)=W
r2=W/(t−5) (2)
If 1st worker do the job for 1 hour and then both the worker do the job for 4 hours and 40% work is done, So
r1(1)+(r1+r2)(4)=4W/10
r1+4r1+4r2=4W/10
5r1+4r2=4W/10 (3)
Substitute equation 1 and 2 into (3)
5W/t+4{W/(t−5)}=4W/10
Multiply through by 10(t-5)
5/t+4/t−5=4/10
5(10)(t−5)+4(10)(t)=4(t−5)(t)
50t−250+40t=4t^2−20t
4t^2−110t+250=0
Solving the above quadratic equation using factorization method
4t^2−100t−10t+250=0
4t(t−25)−10(t−25)=0
(t−25)(4t−10)=0
t=25 or t=2.5
2.5 can't be the answer because if we take 2.5 days in which 1st worker completes the work, then the second worker will complete the work in -2.5days which is wrong.
The first worker completes the job in 25 days by himself and the second worker completes the job in 20 days by himself.
