Answer:
The bonds after tax yield is given as Pre tax yield X (1-tax rate)
After Tax Yield = 9% X (1-0.36) = 9%X0.64=5.76%
Answer: 5.76%
Explanation:
The after-tax yield of any financial instrument such as a bond or even stock dividends is the effective yield after the applicable taxes have been paid. Higher the tax rate, lesser is the after-tax yield for the investor.
To calculate your after-tax yield, you need to know both the rate of return on your investment and the tax rate that applies to those profits. First, convert your tax rate that applies to the earnings to a decimal by dividing by 100. Second, subtract the result from 1 to calculate the portion of your earnings that you get to keep after you pay taxes on them. Third, multiply the result by the rate of return on the investment to calculate your after-tax yield.
For example, say that you want to calculate the after-tax rate of return on your certificate of deposit. If your rate of return is 3 percent and the tax rate applied to that interest is 24 percent, start by dividing 24 percent by 100 to get 0.24. Second, subtract 0.24 from 1 to get 0.76 – the portion that you get to keep after accounting for taxes. Finally, multiply 0.76 by your overall rate of return of 3 percent to find your after-tax yield is 2.28 percent.
Answer:
The answer is $47.6
Explanation:
Solution
Given that
You bought = 140 shares of Mitchum Trading for $50.07 per share
The quarterly dividend = $.17
The current price = $51.03
So we find the total dividend income you received which is computed below:
The total dividend received = (0.17 * 2) * 140
=(0.34) * 140
= $47.6
Therefore the total dividend of income that you received is $47.6
Answer:
b. The slope of the budget constraint is the same for each woman.
Explanation:
Budget Line is the combination of two goods that a consumer can buy, given prices & money income (all spent).
Equation : p1x1 + p2x2 = m ;
where p1 & p2 are price of good 1 & 2 , x1 & x2 are quantities of good 1 & good 2 , m = money income
- Abby's Budget Line : 5I + 8N = 80
- Bobbi's Budget Line : 5I + 8N = 60
- Deborah's Budget Line : 5I + 8N = 40 [ I = Icecream, N = Novel ]
Slope of Budget Line represents change (sacrifise) of a good needed to get change (gain) of other good, given same prices & income.
Slope = ΔY/ΔX = Px / Py
Since prices are same for each woman, price ratios & hence the slope of budget line will also be same for all of them.
1. Find a good business idea
A good business idea isn’t just one that turns a profit. It’s one that’s a good fit for you personally, for your target market, and for your location. You’re going to be in business for the long haul, so you really should pick something you can live and breathe.
<span><span>Identify your strengths and weaknesses <span>Conduct a SWOT analysis<span> on yourself </span></span></span><span><span>Come up with a business idea </span>that caters to your strengths </span><span><span>How to start inventing things </span>(or how to find something to invent)</span>Define what success looks like for you <span><span>Do your research: </span><span>What are popular businesses today?</span></span></span>
Answer: c. increase consumer surplus in the market for tomato sauce and increase producer surplus in the market for spaghetti noodles.
Explanation:
A complementary good is the one which can be used only with another good. For example a CD can only run in a CD player or any other suitable device so the sales of CD is dependent upon the availability of device used to pay it. Other examples are tennis ball and tennis racket, mobile phone and sim cards, and others.
According to the given situation the decrease in price of tomato will be an advantage to the consumers as they will be able to purchase them with an affordable price and can produce tomato sauce this will promote the production of spaghetti noodles as tomato sauce is consumed along with spaghetti noodles this way the tomato sauce and spaghetti noodles are complementary goods for each other. The sales and production of one good will affect the sales and production of another.
