Answer: Cathy should therefore purchase less than 20 units of good X and more than 25 units of good Y to reach the optimal bundle.
Explanation:
By the rational spending rule, the optimal bundle will be at a quantity where the following is satisfied:
MUx/ MUy = Px / Py
Marginal utility of X / Marginal Utility of Y = Price of X / Price of Y
MUx/ MUy = 9 / 19 = 0.47368
Px / Py = 0.5/1 = 0.5
There is a mismatch as Px/Py is greater than MUx/ MUy.
Marginal utility of X would have to increase and Marginal Utility of Y would have to decrease to get to the optimal bundle.
Marginal utility increases when consumption decreases and vice versa.
Cathy should therefore purchase less than 20 units of good X and more than 25 units of good Y to reach the optimal bundle.
A. Separate them in ad groups with themes like sofa beds, king-size beds, and queen-size beds
A material resources entails the itrems that includes an application, a course guidebook, and counselor’s phone number.
<h3>What is a
material resources?</h3>
A material resources refers to some tangible items that are use to achieve its an objectives and targets.
Hence, the material resources entails the items that includes an application, a course guidebook, and counselor’s phone number.
Therefore, the Option C is correct.
Read more about material resources
<em>brainly.com/question/26260357</em>
Answer:
$25,680
Explanation:
For the computation of revised depreciation for both the second and third years first we need to follow some steps which are shown below:-
Depreciation cost = Cost - Salvage value
= $66,200 - $2,000
= $64,200
Annual depreciation under SLM method = Depreciable cost ÷ Useful life
= $64,200 ÷ 5
= $12,840
Book value of the equipment = Cost - Annual depreciation
= $66,200 - $12,840
= $53,360
Remaining depreciable cost = Book value at point of division - Salvage value
= $53,360 - $2,000
= $51,360
Annual depreciation for year 2 and year 3 = Remaining depriciable cost ÷ Remaining useful life
= $51,360 ÷ (3 - 1)
= $51,360 ÷ 2
= $25,680
Answer:
Increamental net income = $529,920-$478.610 = $51310
Explanation:
Total sales revenue before the further processing = $22.9 * 20,900 =
$478.610
Total net sales revenue after the further processing = ($30.9 *12900)+($20,9*6900)-$12,900 = $529,920
Increamental net income = $529,920-$478.610 = $51310