<u>Explanation:</u>
<u></u>
growth_multiplier is 1.1
savings = 100
desc = "compound interest
"
# Place product of growth_multiplier and savings to year 1
Year 1 = growth_multiplier* savings
# Print
print(type(year1))
Now,
# Place addition of desc & desc
doubledesc will be desc + desc
# Print doubledesc
print(doubledesc)
<u></u>
The formula is
I=prt
I interest paid 1120
p principle 32000
T time 4/12
R annual percentage interest rate?
Solve for r
R=I÷pt
R=1,120÷(32,000×(4÷12))
R=0.105×100
R=10.5%
Answer:
b. gross margin would be $4,000.
Explanation:
Distribution costs are considered when calculating gross margin.
Gross margin is given by sales subtracted by the cost of goods sold:
The gross margin would be $4,000.
Although the freight cost should be included when calculating net income, more administrative costs could be added and, thus, net income cannot be determined with the given information.
150,000e^(0.055)(15)
342,282.114799
Subtract the two monthly payments
342,282.11-2,451.26
339830.85
Answer:
a. The process is capable of meeting design specifications because the index is greater than 1
Explanation:
Missing word <em>"a. the index is greater than 1.0, b. the process is not capable of meeting design specifications because the index is less than 1.0, c. the process is capable of meeting design specifications because the index is twice the process capability ratio, d. none of the above"</em>
Process capability ratio (Cp) = (USL - LSL) / 6σ
- USL = 5+0.05= 5.05
- LSL = 5 - 0.05 = 4.95
- Standard deviation σ = 0.01
Process capability ratio (Cp) = 5.05 - 4.95 / 6*0.01
Process capability ratio (Cp) = 0.1 / 0.06
Process capability ratio (Cp) = 1.666666666666667
Process capability ratio (Cp) = 1.67
Process capability ratio Cp > 1. So, the Process is capable of meeting design specification.
