Answer:
Explanation:
a.Present value of inflows=cash inflow*Present value of discounting factor(rate%,time period)
=150,000/1.12+210,000/1.12^2+360,000/1.12^3
=557580.18
NPV=Present value of inflows-Present value of outflows
=557580.18-460,000
=$97580.18(Approx)=Value of factory
b.Hence since net present value is positive;factory is a good investment
(Yes)
Answer:
Yes
Explanation:
The 0.01 percent of the deviation plus the 0.01 percent of the sales average is not enough to get to the $6,300 daily, which means that the factor of the increase sales is the advertising campaign.
Answer:
$35,000 (inflow)
Explanation:
Net investing cash flows is computed as follows;
Inflow:
Issued common stock $75,000
Sold equipment 40,000
Total $115,000
Less: outflow
Purchased land $60,000
Paid dividends 20,000
Total outflow $80,000
——————
Net investing cash flows $35,000
*positive cash flows (inflow is greater than outflow) will increase the amount cash of the company
*proceeds from the bank classified as financing activity
*paid employees and sold services to customers are fall under operating activities
Answer:
$14,343.25
Explanation:
First city bank pays 8% simple interest in a savings account
Second city bank pays 8% interest compounded annually
$68,000 is deposited deposited in each of the bank
The first step is to calculate the simple interesr per year of first city bank
= principal × rate
= 68,000 × 8/100
= 68,000 × 0.08
= 5,440
The interest earned for the period of 8 years can be calculated as follows.
= 5,440 × 8
= 43,520
The balance at the end of 8 years can be calculated as follows
= 68,000 + 43,520
= 111,520
The next step is to calculate the future value of second city bank
= principal × (1+R)^n
= 68,000 × (1+8%)^8
= 68,000 × (1+0.08)^8
= 68,000 × 1.08^8
= 68,000 × 1.85093021
= 125,863.25
Therefore the amount of money earned from second city bank at the end of 8 years can be calculated as follows
= 125,863.25-111,520
= 14343.25
Hence the money that was earned from second city bank at the end of 8 years is $14,343.25
