The answer is 4. <span>The website ends in .gov.
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Domain names such as .com, .net etc can be purchased by anyone and does not signify credibility of a website.
However, some web addresses such as .edu and .gov are reserved for educational and government institutions only.
This can clearly tell you about the reliability and the authority of the website.
Other options mentioned above such as (c) sign or a website selling law services, would not really be indicators of reliability since anyone can forge these.
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Answer:
e. $5,000.
Explanation:
To calculate deductible investment interest expense, we have to know the followings:
- total investment income for investments
- total investment interest expenses (for loans used to purchase taxable investments)
As IRS guided, if the expenses are less than net investment income, the entire investment interest expense is deductible; and if the interest expenses are more than the net investment income, we can deduct the expenses up to the net investment income amount. The rest of the expenses are carried forward to next year.
In this scenario, Clay have total $20,000 investment income from dividends on the stock and interest on the bond, while his interest expenses is $5,000 only, lower than less than net investment income.
So Clay's entire investment interest expense ~ $5,000 is deductible
Answer:
Pew Research can get an accurate estimate by calling both cell phones and landlines. This is to also include some sample of the population that can be reached only through landlines.
Explanation:
When surveying a population for a particular factor or trait, a sample that is representative of the true population must be used. If Pew Research wants to get a correct estimate of the number of households using only cell phones, they need to also recognize the sample of the population that use landlines.
A small percentage of households still use landlines and these should be accounted for in any research or survey. Therefore, landlines should be used to reach households that use only landlines.
Divide 5940 between x, y and z in such a way
that x has twice as much as y, who has half as much as z.
How much does each receive?
x + y + z = 5,940
x = 2y, 2y = z
y = 1,188
x receives 2,376, y receives 1,188 and z receives 2,376.
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