The answer is “$553”.
Kelly’s account pays = 2.5 percent compounded daily =
2.5/100 = 0.025
There are 365 days in one year, so
<span>
i = .025/365 </span>
so number of days = n = 4(365) = 1460
Amount = 500(1 + .025/365)^1460
<span>=552.59 = $553</span>
Answer: The correct answer "e. lower; rise; raises".
Explanation: According to the keynesian transmission mechanism, a rise in the money supply will <u>lower</u> the interest rate, causing a <u>rise</u> in investment demand, which then <u>raises</u> Real GDP.
because a decrease in the interest rate, would cause companies to decide to take loans to invest, thus increasing investment and as a result would increase GDP
Answer:
Option E All the statements are correct.
Explanation:
The reason is that the company which practices perfect price discrimination is the one which is charging different to different customers. So the prcie that the firm charges the price that the customer is willing to pay. This is very common in markets the seller present a number of products and quotes a higher price and then have a healthy conversation with you and then agrees the price. Some people agree at the spot and some agree by heavy debate and forces the seller to reduce the cost otherwise the customer is going away. So this means the company is charging reservation price, takes all the consumer surplus from consumer and captures the social gain which is the maximum gain possible to extract from the person.
Due to charging different prices to different customers the production is almost average and this constitutes to the quantity that it would had produced if it was operating in the competitive market.
So all the answer are correct here.
In the given problem above, what will most likely happen if
the tax cuts increase consumer incentive to save is that the aggregate demand
will likely change as it will increase in the given situation, mainly because
of the tax cut in which it will consume or spend the money earned.
Answer:
no idea
Explanation:
brochures cannot be removed for they help in breathing system
