Answer:
957 pounds of pepperoni
Explanation:
In this problem, orders (T) are being taken every 5 weeks while the delivery (L) is approximately 4 weeks. Given a probability of 98 %, we can estimate that the area [F(z)] under the ' z' left side of the normal distribution curve is 0.98. Therefore,
0.98 - 0.50 = 0.48, using the standard normal table, for an area of 0.48, the value is 2.055. Thus, the pounds pepperoni (Q) that will be ordered:
Q = 130(5+4) + 2.055(120) - 460 = 1170 + 246.6 - 460 = 956.6
Approximately 957 pounds of pepperoni.
2. Significant fluctuations in the market would actually be corrected
Answer:
the answer is B yeah i think they fit
Answer:
Indian rupee in US dollars = $418
Explanation:
given data
India GDP = 23,000 billion
exchange rate = 50 rupees per US
population = 1.1 billion
solution
we get here GDP per capita as
GDP per capita = India GDP ÷ population
GDP per capita =
GDP per capita = 20909 rupees
so here we Convert Indian rupee in US dollars that is with exchange rate
Indian rupee in US dollars = GDP per capita ÷ exchange rate
Indian rupee in US dollars =
Indian rupee in US dollars = $418
Elena is not correct in the two situations.
<h3>What is the effective annual rate?</h3>
Effective annual rate is the interest rate when the effects of compounding is taken account for. In order to determine if Elena is correct, the effective annual rate has to be calculated.
Effective annual rate = (1 + APR / m ) ^m - 1
M = number of compounding
(1 + 0.12 / 12)^12 - 1 = 12.68%
(1 + 0.12 / 2)^2 - 1 = 12.36%
To learn more about the effective annual rate, please check: brainly.com/question/4064975