Answer:
A) 200 units
Explanation:
mean daily demand = 20 calculators
standard deviation = 4 calculators
lead time = 9 days
z-critical value (for 95% in-stock probability) = 1.96
normal consumption during lead-time:
= mean demand × lead time
= 20 × 9
= 180 calculators
safety stock = z × SD × √L
= 1.96 × 4 × √9
= 1.96 × 4 × 3
= 23.52 calculators
reorder point = normal consumption + safety stock
= 180 + 23.52
= 203.52 calculators
The financial meltdown of 2008 was in part due to <u>quants </u>demonstrating the dangers of relying too heavily on the quantitative techniques of scientific management.
<h3>How did the financial meltdown of 2008 happen?</h3>
There were several reasons for the financial meltdown that the United States saw in 2008 and one of them was the overreliance on Quants.
Quants were quantitative models that were used to decide on the financial assets to invest in. They failed to predict the risks associated with Mortgage Backed Securities and this contributed in part to the meltdown.
Find out more on the financial meltdown of 2008 at brainly.com/question/25664180
#SPJ1
Answer:
(C) debit to Payroll Tax Expense for $1,148
Explanation:
"employer's payroll taxes" This means we are asked for the entry of the employer, not the employee.
The employer will contribute the same amount for FICA(medicare and social security) FUTA and SUTA
so the entry will be :
<u>payroll tax expense debit 1148</u>
FICA taxes payable credit 900
FUTA payable credit 32
SUTA payable credit 216
Answer:
customer must deposit $8000
Explanation:
given data
purchases bonds = $100,000
margin = 40%
solution
As we know minimum maintenance requirement set by Financial Industry Regulatory Authority is the great than 7% of face amount or 20% of the market value
and margins is minimums set by exchange
so bond is purchased at 40% is
bond purchase = 40% × $100,000 = $40000
and 20% of $40,000 is = $8,000
and 7 % of $100,000 is = $7,000
so greater amount is $8,000
so customer must deposit $8000
If an employer does not offer a retirement plan, You can invest in a Traditional IRA or Roth IRA