Answer:
9 in Aynor and 31 in Spartanburg
Explanation:
we need to build the following:
A B C
units COST
Aynor 9 =93 + 80*B2 + POWER(B2;2)*7
Spartanburg 31 =147 + 20*B2 + POWER(B2;2)*3
=b2 + b3 = c2 + c3
We stablish that we want to minimize c3
changing cell b2 and b3
with the restriction that must be integer solution and b4 should equal 40
Answer:
1.The money demand will rise by 1.154%
2. The money demanded will fall and for a 1% increase in interest , the money demanded will fall by 0.38%
Explanation:
1. Money demand function
ln(m) = β0 +β1 ln(GDP)+β2R
Suppose β1 = 1.5 , β2 = −0.04 , GDP = $ 100 & R = 3%
ln(m) = 1.5 ln ($100) - 0.04 X 0.03
ln(m) = 6.91
m = 1002.247
Suppose the GDP increases by 1%; the new GDP will be = $ 101
ln(m) = 1.5 ln ($101) - 0.04 X 0.03
ln(m) = 6.92
m = 1013.81
If the GDP increases by 1% ,the money demand will rise by 1.154%
2.
If the interest rate increases from 3% to 4%
ln(m) = 1.5 ln ($100) - 0.04 X 0.04
ln(m) = 6.906155
m = $ 998.400
If the interest rate rises from 3% to 4% , the money demanded will fall and for a 1% increase in interest , the money demanded will fall by 0.38%
Answer:
The times interest earned ratio will reduce
Explanation:
The times interest earned ratio is a ratio that looks at how many times a companies earnings from operations can cover the loan interest it has to pay in a year.
It is calculated by the formula Earnings Before Interest and Tax divided by the interest expense.
Therefore looking at the scenario, if HCA increases its debt level by issuing a $1.53 billion bond, this will increase its interest expense significantly and the number of times its earnings will cover its interest expense will be remarkably lower.
Therefore the times interest earned ratio will reduce
