Answer:
(a) rr: 1/3, cr: 0.5, m:1.8 M: 1800
(b) 1500
(c) 200
Answer:
the costs to be assigned to the units transferred out and the units in ending work in process is $562,800 and $49,760 respectively
Explanation:
The computation is shown below:
Cost assign to units transferred out is
= 40,200 units × $4 + 40,200 units × $10
= $160,800 + $402,000
= $562,800
And, the Cost assign to work in progress is
= 6,220 units × $4 + (6,220 units × 0.40) × $10
= $24,880 + $24,880
= $49,760
Hence, the costs to be assigned to the units transferred out and the units in ending work in process is $562,800 and $49,760 respectively
Answer:
Annual savings = 61,746.
Explanation:
The Net Present Value (NPV) is the difference between the present value (PV) of cash outflows and PV of cash inflow
At the internal rate of return the PC of annual cash savings will be equal to the investment cost
Initial cost = 211980
PV = annual cash savings = A× (1- (1+r)^(-n)/ r
A=? r-internal rate of return, 14%, n-number of years- 5
211980 = A (1- (1.14)^(-5)/ 0.14
211,980 = A× 3.433080969
A= 211,980/3.43308
A= 61746.28619
Annual savings = 61,746.
He will borrow 80% of the cost of the car.
80/100*11350= <span>$ 9080</span>
