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.
Answer:
Derek would be best described as a tactical leader/manager.
Explanation:
A tactical manager makes certain choices and decisions to get the job done as efficiently as possible. Such managers and leaders tend to inspire the employees to encourage them to complete the task. Influencing, negotiating, and motivating employees to succeed are the major characteristics of tactical managers. For e.g. Derek motivates and encourages his subordinates by providing them coaching and making sure that the job is being done properly.
Answer:
MC = $17
P = $25.5
Explanation:
We proceed as follows;
Firstly calculate MC when e = -2, where MR = MC
(P-MC) / P = 1 / IeI
Here P = $34 and e = -2
(34 - MC) / 34= 1/ I-2I
(34 - MC) / 34= 1 / 2
78-2MC = 34
2MC = 34
MC = 34/2
MC = 17
Now, as we have MC, we will calculate the new price when e = -3
(P-MC) / P = 1 / IeI
(P - 17) / P = 1 / I-3I
(P - 17) / P = 1 / 3
3P -51 = P
2P = 51
P = 51/2
P = 25.5
Answer:
$300,000 in total, $6000 per order
Explanation:
25,000/500 = 50
50*12=600
500*12=6000
50*6000=300000
Monthly payment because she pays it every 30 days
