Answer:
a) 41.38%
b) 29.26%
c) 70.73%
Explanation:
We should check agsint whom is the comparrison to deteminate the base.
If we compare "than Portland's" this means portland is the year base.
a) Seattle / Portland
410,000 / 290,000 - 1 = 41.3793 = 41.38%
b) 1 - Portland / Seattle = 1 - 290,000/410,000 = 29.26%
c) Portland / Seattle = 290,000 / 410,000 = 70.7317%
Answer:
1. $3375
$3375
2. $4347
$3456
3 $7300
$5475
Explanation:
Straight line depreciation expense = (Cost of asset - Salvage value) / useful life
( $29,200 - $2,200,) / 8 = $3375
depreciation expense each year is $3375
Depreciation expense using the double declining method = Depreciation factor x cost of the asset
Depreciation factor = 2 x (1/useful life) = 2/8 = 0.25
2020 = 0.25 x 29200 = 7300
2021 = 0.25x( 29200 - 7300)
Activity method based on output = (output produced that year / total output of the machine) x (Cost of asset - Salvage value)
Answer:
89.44%
Explanation:
As we know that:
Z = (Cash Flow - Mean) / Standard Deviation
Here
Cash flow is the observed value which is the lower limit here and is $11,000
Mean is the average value of the sample and is $16,000
Standard Deviation is $4,000
By putting values, we have:
Z = ($11,000 - $16,000) / $4,000
= -1.25
The Z value lower than -1.25 is 0.1056 or 10.56%
This means that the probability of cash flow lower than $11,000 is 10.56% and the probability of cash flow greater than $11,000 will be
Probability of cash flow = (1- 0.1056) = 0.8944 which is 89.44%
Answer:
600 units
Explanation:
The equation to calculate target profit is:
S × Q = (V × Q) + F + T
-
S = sales price
- Q = Quantity of units
- V = Variable expenses
- F = Fixed expenses
- T = Target profit
$134Q = $67Q + $32,300 + $7,900
$134Q - $67Q = $40,200
$67Q = $40,200
Q = $40,200 / $67 = 600
