Answer:
The method 1 will have a bigger forecast bias ( whose value is 5 ) than the method 2 ( whose value 0 ).
Explanation:
To know which method will have the bigger forecast bias , we will see the deviation of both methods from the actual forecast numbers and then by seeing which one is having a bigger deviation value , we can say which one is having bigger forecast bias.
FORECAST BIAS = ACTUAL NUMBER - FORECAST NUMBER
Actual Forecast Forecast Forecast Forecast
caller turn method 1 method 2 bias method 1 bias method 2
23 23 20 0 3
10 5 13 5 -3
15 14 14 1 1
19 20 20 -1 -1
TOTAL 5 0
from the above information we can say that the method 1 with forecast bias value of 5 is much bigger than the method 2 with forecast bias value of 0.
Answer:
After 44year at interest rate of 6%
You will have $12,985.5 in your account
Explanation
Step one
Applying the compound interest formula we have A = P (1 + r/n)^nt
A = Final amount
r= nominal annual interest rate in percentage terms,
and n = number of compounding period
Where P = Principal
t= time in years
Given p=$1,000
n=44
r=6%
Step two
Inserting our given information
A=$1000 [(1 + 0.06/1)^44*1]
A=$1000 [(1.06)^44*1]
A=$1000*12.9854819127
A=$12,985.5
A
Explanation:
using the internet and the process of elimination, A is your answer
Answer:
$7,120
Explanation:
Given that,
Assets = $85,900
Liabilities = $13,500
Fair value of assets = $90,500
Fair value of its liabilities = $13,500
Amount paid to acquire all of its assets and liabilities = $84,120
Net assets:
= Fair value of assets - Fair value of its liabilities
= $90,500 - $13,500
= $77,000
Goodwill = Purchase consideration - Net assets
= $84,120 - $77,000
= $7,120
Answer:
PV = $9,245.56
Explanation:
Giving the following information:
Future value (FV)= $10,000
Number of periods (n)= 2 years
Discount rate (i)= 4% = 0.04
<u>To calculate the present value (PV), we need to use the following formula:</u>
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PV = FV / (1 + i)^n
PV = 10,000 / (1.04^2)
PV = $9,245.56