Answer:
Explanation:
See the attached for a spreadsheet of the values given in the problem statement. We have simply added the salary to the value of the preference and subtracted the one-time moving expense.
The right-most column shows the net increase in value of moving to Miami for each of the householders. Bonnie achieves so much more value that her net value outweighs the rather significant hit in value that Donna experiences.
If the vote is by net value to the householders, they must vote to move. There are no householders that have a net zero change in value.
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<em>Comment on democracy</em>
A decision based on net value does not account for the rather significant cost to Donna. If the household values mental health and interpersonal relationships, the fact that one member suffers badly from the move should be enough to sway the decision against it.
Answer:
see below
Explanation:
Endorsing a check is communicating to the bank how a check is to be cashed. A restrictive endorsement puts limits on how a check or other financial instruments are to be used.
The most common type of restrictive endorsement is for the payee to write the words" for deposit only" at the back of the check. The payee then signs and indicates their account number. This instructs the banks to pay the check amount to that account.
Sandra walker should write the words "for deposits only" at the back of the check. She has to indicate the bank account number for The Book Nook and sign at the back.
Answer:
is this a book if so send me a link
Explanation:
Answer:
uh ok... whats the question?
Explanation:
i will help u after u tell meh.
Answer: <em>$4. 71 hamburger and $6.29 French fries.
</em>
Explanation:
Total spendable income of Antonio = $11.00
1 hamburger = $1.50
1 order of French fries = $1.00
Utility maximization function: U(x1, x2) = x1x2 i.e. 1 hamburger and 2 orders of French fries
Using the Utility maximization function: U(x1, x2) = $1.50 + $2.00
= $3.50 per lunch
Therefore the customer will purchase hamburger worth of $(1.50 x 11.00/3.50) = $4. 71
And French fries orders worth of $(2.00 x 11.00/3.50) = $6.29
<em>Antonio will maximize his satisfaction by purchasing $4. 71 hamburger and $6.29 French fries.
</em>
