They should reinforce the desired change in the employees.
The brainest answer would be appreciated.
Based on the amount that Jim deposited and the interest paid per year on the account, withdrawing in two equal amounts would require an amount of <u>$530 per year. </u>
<h3>How much should Jim withdraw per year?</h3><h3 />
Assuming the amount that can be withdrawn is x, the relevant formula would be:
(1,040 - x) x 104 = 100x
Solving for x gives:
108,160 - 104x = 100x
108,160 = 100x + 104x
108,160 = 204x
x = 108,160 / 204
= $530
Find out more on future value at brainly.com/question/16180669.
Answer:
hello your question lacks the required file ( excel file ) attached below is the missing file
Answer : The EVI does not change in the way expected and this is because of the higher probability assignment
Explanation:
1) calculate the EVI for the first combination
i.e. B5 = $2000, B9 = 0.4, B14 = 0.8, B15 = 0.3
EVI = EMI with information - EMI without information
= 3250 - 3400
= $ 150
<em>note : EMI with information is gotten via solution tree </em>
2) Calculate the EVI for the second combination
i.e. B5 = $4000 , B9 = 0.3 , B14 = 0.9, B15 = 0.2
EVI = EMI with information - EMI without information
= $1378 - $500 = $878
Answer and Explanation:
The computation of the depreciation expense using straight line method is shown below:
Formula to be used:
= (Purchase cost - salvage value) ÷ (estimated service life)
For 2021
= ($35,000 - $5,000) ÷ (10 years)
= $3,000
For 4 months, it would be
= $3,000 × 4 months ÷ 12 months
= $1,000
And, for the year 2021, it would be the same i.e. $3,000
Answer:
Temperature usually decreases by 1°C for every 100 metres in altitude. Distance from the sea - Oceans heat up and cool down much more slowly than land. This means that coastal locations tend to be cooler in summer and warmer in winter than places inland at the same latitude and altitude
Explanation:
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