Answer:
(B) $20 billion
Explanation:
Given a certain level of MPC, an increase in government spending (G) by a certain amount translates to an increase in aggregate demand (AD) through the relationship below.
where Δ means <em>change.</em>
<em />
Therefore, given ΔAD of $50 billion, and MPC of 0.6,
= 
= 
= ΔG = 50 * 0.4 = 20
Therefore, increase in government purchases = $20 billion.
Answer:
variable-ratio
Explanation:
According to my research on studies conducted by various psychologists, I can say that based on the information provided within the question the type of schedule being used is called variable-ratio schedule. This refers to when a response is reinforced after a completely random amount of responses. Since positive results from gambling are completely random, this type of scheduling is mostly used in these situations.
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Answer:
Letter A is correct.<em> Complementary product pricing.</em>
Explanation:
Organizations use the strategy of adopting a complementary product pricing to increase the total profit of a product group.
This strategy is used when the company sells products that are complementary, ie the use of one is complemented by the use of the other, so the company substantially decreases the price of a product, usually just to cover costs, and guarantees gains from a product with a high price and very high profit margin.
The benefits added to the complementary price of a product are market gain, competitors' entry barriers and retention and attraction of new consumers.
Answer:
An increase in your income causes you to buy more hamburgers.
Explanation:
An increase in your income causes you to buy more hamburgers.
Option "A" is correct because the increase in income exhibits an increase in purchasing power. Moreover, there is a positive relationship between the income the demand for normal goods which means if the income rises, then the demand rises. If the income falls, then demand for goods also falls. Therefore, option "a" is right.
Answer:
CC100 has $31.25 per hour
CC11O has $250 per hour
CC120 has $62.5 per hour
CC190 has $62.5 per hour
Explanation:
The IDC rate for each department would be the department IDC allocated divided by operating hours as shown below:
CC100
IDC rate=$25,000/800=$31.25 per hour
CC110
IDC rate=$50,000/200=$250 per hour
CC120
IDC rate=$75,000/1200=$62.5 per hour
CC190
IDC rate=$100,000/1600=$62.5 per hour
Judging from the IDC rates of the departments,department CCC110 seems to have the highest IDC rate per hour,which implies that each hour is charged with $250 against the CC100 where each operating hours is just $31.25.
The higher the IDC rate in a department the higher the cost of the output of that department since the cost has to be recovered from output.
