Answer:
$1, 727.68
Explanation:
Cheryl wants to have $2000 three years from now in an account that pays 5%
The $2000 is equivalent to the Future value when applying the compound interest formula. The present value is the amount she needs to invest now.
Fv= PV (1+5/100)^3
$2000 = PV(1+0.05)^3
$2000 =Pv 1.157625
Pv = $2000/1.157625
Pv= 1,727.68
Cheryl has to invest $1, 727.68
50,000×5=250,000
250,000÷4=625,000
250,000-625.000=375.00
Sum=375.00
Answer:
The correct answer is option (B).
Explanation:
According to the scenario, the given data are as follows:
For Jan.1,2020 value = $626,400
Interest rate = 7%
So, we can calculate the amount of bond interest expense by using following formula:
Interest Expense = Carrying Value × Market Interest Rate
By putting the value of following
Interest expense = $626,400 × 7%
= $626,400 × 0.07
= $43,838
Hence, the amount of bond interest expense to be recognized on December 31, 2020, is $43,838.
Answer: There would be an increase on return on investment (ROI) if current assets decrease while everything else remains the same
Explanation: This is because when the profit(returns) is constant, but the assets drops in value, the new ROI will be relative drop in value of asset.