<span>To keep the tulips from bending as they often do, you tie them with raffia, a technique known as B. skeletonizing
This type of technique helps the flowers be tied together. The raffia is used like a skeleton for the flowers to stand straight. It supports the tulips, preventing them from bending. </span>
Answer:
He can deduct on his 2019 federal income tax return for state income tax $1,550
Explanation:
According to the given data, we can conclude that Carlos cannot deduct the addition of $600 of state income until next year.
Therefore, in order to calculate how much state income tax can Carlos deduct on his 2019 federal income tax return for state income tax we would need to make the following calculation
income tax to deduct on 2019 federal income tax return= Taxes paid+ withheld state income tax from salary
income tax to deduct on 2019 federal income tax return= $800 + $750 income tax to deduct on 2019 federal income tax return=$1,550.
Answer:
I believe this would be in the Engineering and technology pathway.
Explanation:
Examples of someone in a engineering and technology pathway are people like Biomedical engineers so it makes sense!
Answer:
Explanation:
1) The total cost of reducing runoff if the farmers are not allowed to trade permits is:
total loss = farmer A' loss + farmer B's loss
where:
- farmer A's loss = (100 - 50) x $25 = $1,250
- farmer B's loss = (100 - 50) x $50 = $2,500
total loss = $1,250 + $2,500 = $3,750
2) The total cost of reducing runoff if the farmers are allowed to trade permits is:
Since farmer A will be willing to sell his permits to farmer B for a price that is ≥ $25 and ≤ $50, the total cost of reducing runoff is $2,500.
If farmer A sells his runoff permit at a price higher than $25 his costs will decrease but farmer B's costs will increase, so any gain due to price change is offset by the other farmer's loss.
Answer: $2.1 million
Explanation:
It is mentioned the project is independent of the outcome of general market which means that
=> beta = 0
Using the CAPM formula which is,
r=rt + B* (rm -rf)
=> r = 3% + 0*(12%-3%) = 3%
Expected value of Project in one year = $1 billions * 0.1
Expected value of Project in one year = $100 millions
NPV = Expected value of Project in one year/ (1 + 0.03) - Initial cost
NPV = 100/ (1 + 0.03) - 95
NPV = 97.1 - 95
NPV = $2.1 million
