Answer:
Autonomous consumption is <u>$1,000</u> and the marginal propensity to consume is <u>0.9</u>.
A consumer whose income increases by $100 will increase consumption by <u>$90</u>.
Explanation:
Given C = 1000 + 0.9Y
Autonomous consumption refers to consumption expenditure of consumers that does not depend on income. Therefore, autonomous consumption is therefore the consumption expenditure made by the consumers when they do not have income or when income is zero (i.e. when Y = 0).
Substituting for Y = 0 into the consumption function, we can obtain autonomous consumption is follows:
Autonomous consumption = 1000 + (0.9 * 0) = 1,000
The marginal propensity to consume refers to the proportion of the increase in disposable income that is spent on the consumption of goods and services by a consumer. From the consumption function, the marginal propensity to consume is 0.9.
Since marginal propensity to consume is 0.9, a consumer whose income increases by $100 will therefore increase consumption by $90 (i.e. $100 * 0.9 = $90).
Product extension is a global marketing strategy that works best when consumers share the same desires, needs, and uses for a product across countries and cultures.
They typically use a brand name that is familiar and launch a new product under a familiar brand to see their interest in the item. This could be a new flavor of a drink, color of hair dye, smaller package size, healthier ingredients and so on.
Answer: $32.05
Explanation:
Beta = 0.7
Dividend = $1.25
Growth rate = 4%
Risk free rate = 3%
Market return = 10%
Since, Required return = risk free rate + beta × (market rate - risk free rate)
We will then slot in the values and.this will be:
= 3% + 0.7 × (10% - 3%)
= 3% + (0.7 × 7%)
= 3% + 4.9%
=7.9%
The price of the stock will then be:
= D1/(Required return-Growth rate)
=1.25 / (0.079 - 0.04)
= 1.25 / 0.039
= $32.05
I agree with the person above - the correct answer as to which statements are true about credit scores is C. both A and B, which means that c<span>redit scores indeed do reflect how likely individuals are to repay their debts and o</span><span>nly the credit bureaus know exactly how credit scores are calculated.</span>
