Answer:
$47,000
Explanation:
Computation for the net cash flows from operating activities using the indirect method.
CASH FLOWS FROM OPERATING ACTIVITIES:
Net income $28,000
Adjustments to reconcile net income to
Net cash provided by operating activities
Depreciation expense $15,000
Increase in Accounts Receivable -$2,500 ($8,000-$10,500)
Decrease in inventory $3,000
($21,000-$18,000)
Increase in accounts payable $5,000
(15000-10000)
Decrease in income taxes payable -$1,500 ($1,000-$2,500)
Net cash flows from operating activities $47,000
Therefore the net cash flows from operating activities using the indirect method is $47,000
Answer:
C)Two.
Paying employees' salaries for the current month
Receiving but not paying a current utility bill.
Explanation:
When salaries are played to employees, an entry is recorded in Salary Expense account.
In accrual accounting when utility bill is received it is recognised in the books even when payment has not been made. Because it is a current utility bill it has to be recorded in this period.
Answer:
3 is the correct answer, financial managers are in charge of all of the companies finances
Explanation:
Answer:
17.15 m/s
Explanation:
This is a case of free fall, so we can use the next equation:

where
is the final velocity
is the initial velocity (0 in this case)
is the acceleration of gravity 
and
is the height at wich the ballon was pitched.
So we have:
The final velocity, the velocity of the ballon when it hits the ground is 17.15m/s.
Answer:
Explanation:
From the question, we are informed that the British government has a consol bond outstanding paying pound 100 per year forever and that the current interest rate is 4% per year.
A. What is the value of the bond immediately after a payment is made?
The value of the bond here will be the present value of the payment on perpetuity. This will be payment divided by rate.
= $100/4%
= $100/0.04
= $2500
B. What is the value of the bond immediately before a payment is made?
The bond value here will be the value of the payment added to the value of the bond immediately after a payment is made which is calculated in (a) above. This will be:
= $100 + $2500
= $2600