Answer:Many companies state their brand promise directly in words, using a short phrase called what? A. A warranty B. A customer mindset C. A corporate image D. A tagline
✓ D.
Answer:
$75
Explanation:
Calculation to determine How much must the employee include in income from both these transactions in total
Customer price for property $500
Less: Gross profit (25%*$500) ($125)
($500-$125=$375)
Employee price ($300)
INCOME $75
($375-$300)
Customer price for service $150
Less: (20%*$150)max exclusion (30)
($150-$30=$120)
Employee price 120
INCOME 0
($120-$120=$0)
Therefore the amount that the employee must include in income from both these transactions in total is $75
She would have to pay back for the more expensive interest than the less expensive interest which will be calculated in the form of simple interest and compound interest .
Simple interest
10000 x .07 = 700
700 x 5 = 3500
total 13500
Compund interest
10000(1.06)^5 = 13382.26
13500 - 13382.26 = 117.74
118 rounded
Learn more about simple interest and compound interest here :
brainly.com/question/25663053
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Answer:
Option (e) is correct.
Explanation:
Given that,
Weights for the periods:
w_t-4 = 0.1,
w_t-3 = 0.2,
w_t-2 = 0.3
w_t-1 = 0.4
Demand observed in the previous four periods:
A_t-4 = 380
A_t-3 = 410
A_t-2 = 390
A_t-1 = 400
Demand forecast for period t:
= (w_t-4 × A_t-4) + (w_t-3 × A_t-3) + (w_t-2 × A_t-2) + (w_t-1 × A_t-1)
= (0.1 × 380) + (0.2 × 410) + (0.3 × 390) + (0.4 × 400)
= 397
Answer:
$702,400
Explanation:
Data provided in the question:
Cost of the machine acquired = $1,110,000
Useful life of the machine = 5 years
Residual value = $91,000
Method of depreciation is straight line
Now,
Annual depreciation =
or
⇒ Annual depreciation =
or
⇒ Annual depreciation = $203,800
Book value = Cost of the machine - (Total depreciation in the given period)
now,
Duration of period from January 1, 2018 to end of 2019 = 2 years
Therefore,
The total depreciation = 2 × Annual depreciation
= 2 × $203,800
= $407,600
Hence,
Book value at the end of 2019 = $1,110,000 - $407,600
or
Book value at the end of 2019 = $702,400