This is a true statement if that's what you were looking for
Answer: c. small changes in economic growth rate lead to large GDP changes over time.
Explanation:
If there is even a small change in the rate at which the economy is growing, this increase will increase by even more the year afterward and then even more as time goes on. This is because the interest is being compounded overtime.
Look at the future value formula that shows compounding for instance:
Future value = Amount * (1 + rate) ^ number of periods
Assume even a change of 2% in the growth rate. In 30 years, this rate would have increased the economy by:
= 1 * ( 1 + 2%)³⁰
= 1.81
Which is a rate of:
= 1.81 - 1
= 81%
What started off as only 2% became 81% in 30 years. This is what compounding does.
Answer: Option E
Explanation: In simple words, traditional specialty stores refers to the retail stores that offers only one category of product but do provide their customers various options in respect to quality and brands of that one particular product.
For example- stores offering only sports goods, pet supply or jewelries etc. These goods are running in US for decades and are still handling a separate customer base due to the variety they offer and the all time availability of products that they have.
The reason why the drivers fail to recognize Flora’s need of
assistance and help because of the rush hour that they are currently
experiencing. Rush hour is the time when there is a heavy traffic and it is
most likely makes the drivers more focus that they don’t have the time to pay attention
to other people or the surrounding around them. That’s why Flora is having a
hard time having or asking someone for assistance.
The EOQ is 980 units and should reduce the fixed ordering cost to an amount of $62.50.
<u>Explanation:</u>
a)
Annual demand=Qty per mth multiply with 12 = 1000 multiply with 12 =12000
Annual demand in USD, A= 12000 multiply with USD 100 (cost of each part) = USD 1200000
Preparation cost, P= 4 hrs changeover time multiply with USD 250 per hr = USD 1000
Annual holding cost, I = 25% = 0.25
EOQ in USD= Root over (2 multiply with A multiply with P divide by I ) = USD 9.79 multiply with 10000 = USD 98000
EOQ in nos. = USD 98000 divide by USD 100 (cos of each part) = 980 units
b) Q = 980 divide by 4 = 245
In this case, annual carryring cost, C = EOQ 980 by 4 multiply with 0.5 multiply with Unit cost USD 100 multiply with 0.25 = USD 3062.50
Annual demand, D = 1000 per month multiply with 12 = 12000
Ordering cost = C multiply with 245 / D = USD 62.50