Answer and Explanation:
<u>I would most likely do this:</u>
Explain the issue to the team and praise them for their work in my absence. I would let them know there would be more time soon. It is very essential to praise and appreciate these efforts by the associates since I have been absent for a while and do not know what efforts they have been putting in.
<u>I would be least likely to:</u>
Talk to the manager to explain this situation or propose that my some of my commitments are eased for me to have more time with my team
This is known as in-sample forecast. It estimated the model using all available data and then comparing it to the model's fixed values to the actual realizations. But, this method is known to attract an overly positive picture of the model's forecasting ability since common fitting algorithms tend to take pains to avoid big prediction errors and are also inclined to overfitting (mistaking noise for signal in the data).
Answer:
Net income$ 1,982
Explanation:
Preparation of income statement for Krafty Foods for the year ended December 31, 2021
Krafty Foods Income Statement For the Year Ended December 31, 2021
($ in millions)
Operating revenues 34,375
Less Cost of goods sold 17,631
Gross profit 16,744
Marketing, general and administration expenses
11,560
Operating income 5,184
(16,744-11,560)
Interest and other debt expense, net
1,537
Income before taxes 3,647
(5,184-1,537)
Income tax expense 1,665
Net income$ 1,982
(3,647-1,665)
Therefore the Net income of the income statement for Krafty Foods for the year ended December 31, 2021 will be $1,982
Answer:
$101,495.20
Explanation:
The comparable property value with compound interest
The formula for calculating future compound values
FV = PV × (1+r)n
In this case:
PV = 98,500
r =0.3% the interest rate per month
n = 10 compound periods
FV = 98,500 x (1+ 0.3/100)10
=98,500 x (1.003)10
=98,500 x 1.030408
=$101,495.20
<span>She is to invest $150,000 in the low risk found at 9%
She is to invest $50,000 in the high risk found at 13%
Let x = money invested at 9%
Let y = money invested at 13%
x+y = 200000
.09x + .13 y = 20000
since
x = 200000-y
then
.09(200000-y) +.13y = 20000
18000-.09y+.13y = 20000
.04 y = 20000
y = 50000
then
x = 200,000-50000 =150000</span>
