Answer:
B. $300,000
Explanation:
The computation of the reduction of retained earning amount is shown below:
= Number of shares of common stock × stock dividend percentage × market value
= 1,000,000 shares × 6% × $5
= $300,000
Since the dividend amount is adjusted while computing the ending balance of retained earning balance and the same is to be considered in the computation part.
All other information which is given is not relevant. Hence, ignored it
Answer:
$0.013
0.010724
Explanation:
Given that :
Mean, m = 36500
Standard deviation, s = 5000
Refund of $1 per 100 mile short of 30,000 miles
A.) Expected cost of the promotion :
P(X < 30,000)
Using the Zscore relation :
Zscore = (x - m) / s
Zscore = (30000 - 36500) / 5000
= - 6500 / 5000
= - 1.3
100 miles = $1
1.3 / 100 = $0.013
b. What is the probability that Grear will refund more than $50 for a tire?
100 miles = $1
$50 = (100 * 50) = 5000 miles
Hence, more than $50 means x < (30000 - 5000) = x < 25000 miles
P(x < 25000) :
(25000 - 36500) / 5000
-11500 / 5000
= - 2.3
P(z < - 2.3) = 0.010724 (Z probability calculator)
Answer:
<u>b. Sales tax in a state with no income tax</u>
Explanation:
- Under the laws of the united states, itemized deductions are eligible expenses that an individual taxpayer can claim on federal income if available.
- Based on there taxable incomes the taxes can be deduced and the sales taxes with no income tax do not come under the deductible tax.
- The list of expenses can also be itemized by there are limited to the tax year.
Answer:
differential cost of producing product C = $24 per pound
Explanation:
given data
B currently selling = $30 per pound
produce cost = $28 per pound
C would sell = $60 per pound
produce additional cost = $24 per pound
to find out
What is the differential cost of producing Product C
solution
we get differential cost of producing product C is express as
differential cost of producing product C = cost of (B+C) - cost of B .............1
put here value we get
differential cost of producing product C = (28+24) - 28
differential cost of producing product C = $24 per pound
