The answer to this question is the last item in the choices which is "decrease consumer surplus". Thus, we have it like along a given downward-sloping demand curve, an increase in the price of a good will also result to decrease consumer surplus. Also, when decrease consumer surplus is happening it will effect also to increase producer surplus.
Answer:
b. +1.26
Explanation:
The computation of the income elasticity of demand is shown below:
= (Percentage Change in quantity demanded) ÷ (Percentage Change in income)
= (change in quantity demanded ÷ average of quantity demanded) ÷ (change in income ÷ average of income)
where,
Change in quantity demanded would be
= Q2 - Q1
= 14 blouses - 12 blouses
= 2 blouses
And, average of quantity demanded would be
= (12 + 14) ÷ 2
= 13
Change in income would be
= $52,000 - $46,000
= $6,000
And, average of income would be
= ($52,000 + $46,000) ÷ 2
= 49,000
So, after solving this, the income elasticity of demand is +1.26
Answer:
rate = 6.54%
Explanation:
we need to find the rate at which a capital of 300,000 becomes 1,000,000 in a period of time of 19 years.
<u>So we build the following equation:</u>


![r=\sqrt[19]{1,000,000 \div 300,000}-1](https://tex.z-dn.net/?f=r%3D%5Csqrt%5B19%5D%7B1%2C000%2C000%20%5Cdiv%20300%2C000%7D-1)
rate = 0.065417765 = 6.54% after rounding
This will be the rate my parent will require to generate 1,000,000 in 19 years with their current savings of 300,000.
Answer: The following would be true if the attorney charges Brendon using a retainer: <u><em>the attorney would charge separately for consultation and paperwork.</em></u>
The attorney from the firm will look into the case and thereby charge separately for consultation and paperwork.
<u><em>Therefore the correct option in this case is (b)</em></u>
Total cost of 10000 snowboards
Per unit Total
Direct material 100 1000000
Direct Labor 30 300000
Variable overhead 45 450000
Fixed overhead 635000
Fixed selling and administrative costs 115000
Total cost of 10000 snowboards 2500000
Cost of one snowboard = Total cost of 10000 snowboards / Total number of snowboards
Cost of 1 snowboard $ 250
Thus, the cost of 1 snowboard = $ 250
Now, the selling price is set as = Total costs + 15 % on total costs
Selling price = $ 250 + (15 % × $ 250)
Selling price = $ 250 + $ 37.50
Selling price = $ 287.50 per snowboard