Answer:
The answer is ($174,000)
Explanation:
Cash flows from financing activities show the inflow and outflow of cash that are used to fund the business's operations.
Cash flow from financing activities:
Issuance of common stock......................................$79,000
Payment of dividend........($13,000)
Settlement of notes payable.................................($125,000)
Payment for treasury stock.........…...........................................($115,000)
Net cash from financing activities...............................($174,000)
Answer:
well what you would have to do is the following go to your profile click the delete the question
Answer:
MIRR = 16.6%
Explanation:
We have the formula to calculate the MIRR of the project:
+) ![MIRR =\sqrt[n]{\frac{FV}{PV} } - 1](https://tex.z-dn.net/?f=MIRR%20%3D%5Csqrt%5Bn%5D%7B%5Cfrac%7BFV%7D%7BPV%7D%20%7D%20-%201)
In which:
- FV - terminal value, the future value of net cash inflow which is assumed to be re-invested at the rate of cost of capital = WACC = 12.25%
- PV - the present value of the net cash outflows during the investment at the rate of cost of capital = WACC
- n: numbers of years (n=4)
The future value of net cash inflow Year i = Cash inflow × (1 + Cost of capital)^(number of years reinvested)
= Cash inflow × 1.1225^(n - i)
+)
= $424.327
+)
= $403.202
+)
= $381.65
+)
= $360
<em>=> Terminal Value = 424.327 + 403.202 + 381.65 + 360 = $1569.179</em>
<em />
Present Value Year i = 
The project requires the initial investment = - $850 and there are no cash outflows during 4 years of the project
<em>=> PV of the project = PV Year 0 = </em>
<em> = 850</em>
=> MIRR =
= 0.166 = 16.6%
Answer:
The answer is "
".
Explanation:
Fischer relationship centered:






Answer:
B. 317,000
Explanation:
Statement of Equivalent production
Particulars Conversion % Completion Equivalent Conversion
Opening WIP 80,000 80% 64,000
Units started & 250,000 100% 250,000
completed
Ending WIP 30,000 10% <u>3,000 </u>
Equivalent Units <u>317,000 </u>