Answer:
Therefore, Olivia should buy 10 apples and 8 bananas to maximize her utility.
Explanation:
Let A represent the number of apples bought and B represent the number of bananas bought. Therefore since Olivia has $4 to spend:
0.2A + 0.25B = 4 (1)
Also, the tangency condition can be used to find the optimal amount of A to relative to B. It is give as:
Put B = 0.8A in equation 1:
0.2A + 0.25(0.8A) = 4
0.2A + 0.2A = 4
0.4A = 4
A = 10
B = 0.8(A) = 0.8(10) = 8
Therefore, Olivia should buy 10 apples and 8 bananas to maximize her utility.
<u>Solution and Explanation:</u>
Since interest rate is the cost of borrowing, lower interest rate decreases the cost of borrowing for housing mortgage, which increases demand for housing.
It is very much clear from the demand and interest rate have a certain relationship. If the interest rate on a particular amount is lower then the customers will try to get more amount as the cost on such amount will be less which means the burden on the customers would be lower.
Answer :
2.5%
Step by Step Explanation:
Face value = $500
Coupon yield = 2%
Income earned on he bond each year is at the rate of 2%.
Annual coupon = $10
Current bond price = $400
Formula for current yield = 
= 
×100
= 2.5%
Hence, the current yield is 2.5%
Answer:
$604,800
Explanation:
Applied manufacturing overhead is the manufacturing overhead that has been applied to production in a period.
it is calculated with the formula "budgeted overhead rate * actual labor hr"
Budgeted manufacturing overhead = $562,800
Budgeted Direct labor hours = 20,100
Budgeted Overhead rate = 562800/20100 =$28/hr
Actual manufacturing overhead = $543,705
Actual direct labor hours = 21600
Amount of manufacturing overhead applied = predetermined overhead rate * actual hr =28*21600
=$604,800
Answer: hello your question is incomplete attached below is the complete question.
answer :
3.02 million, 2.96 million, 2.91 million
Explanation:
<u>Determine the swap rate over a 3-year period</u>
swap rate = forward exchange rate * exchange amount
For year 1
1.4 * ( 1 + 0.03 / 1 + 0.05 ) * 2.2 million
= 1.4 ( 0.98095 ) * 2.2
= 3.02 million
For year 2
1.4 * ( 1 + 0.03 / 1 + 0.05 )^2 * 2..2 million
= 1.4 ( 0.98095 )^2 * 2.2 million
= 2.96378 million
For year 3
1.4 * ( 1 + 0.03 / 1 + 0.05 )^3 * 2.2 million
= 1.4 ( 0.98095 )^3 * 2.2 million
= 2.90733 million
