Answer:
Option (E) is correct.
Explanation:
For utility maximization,
Bob's consumption of Housing and food should be such that:

Here,

= 50

=20
Bob is not maximizing utility, as these two terms are not equal(50 > 20).
Since the marginal utility per rupee spent on housing is greater than that on food.
Hence, Bob can increase his utility just by consuming more of housing and less of food.
Answer:
D. A credit manager issues credit cards to himself and a staff accountant in the accounting office, and when the credit card balances are just under $1,000, the staff accountant writes off the accounts as bad debt. The credit manager then issues new cards.
Answer:
- total contribution margin will increase by $0.70
- net operating income will increase by $0.70
Explanation:
Answer:
Wyatt's team who have divided up the contributions and time commitments equally
Explanation:
After reading all the different group approaches to the project, I believe the best approach is Wyatt's team who have divided up the contributions and time commitments equally. This basically allows every single member to have a voice and put in the same work as everyone else involved. Groups in which both contributions and time commitments are not divided equally usually run into problems with individuals putting in very little work while 1-2 group members finish the majority of the project. The same happens when time alone is chosen by the members themselves.
Answer:
YTC = IRR = 12.844% (exact using excle of financial calculator)
using approximation formula: 12.72%
Explanation:
The call premium means it were called at 107 of the face value
1,000 x 107/100 = 1,070
The investment was for 1,000
The bond yield a six years annuity of 120
and then called at 1,070
We need to know teh YTC:
Coupon payment =1,000 x 12% = 120
Call Price: 1070
Face Value: 1000
n: 6 years
YTC = 12.7214171%
This method is an aproximation to the YTC
To solve for the YTC we can use excel IRR funtion
we write
-1,000 (investment)
120
120
120
120
120
+1,070+120 = 1,190 (total cashflow at year 6 call price and coupon)
and we calculate IRR selecting this values:
which give us 12.844%
Which is close to our approximation.