Answer:
$2960 yearly savings
Explanation:
From the values given and from mathematical manipulation, he or she needs a contribution of at least $2900 every year in order to achieve his goal of $50,000.
EXPLANATION
- If the child is 5yr old now, in 13years time, she will be 18yr old.
- for the next 13years, it would have amount to $38350
- remember the bank will give an annual interest rate of 2%
- so for 13years, that's 26% = 0.26
- In the 13th year, he would have saved $38350, add the 26% interest for the duration of 13years = 26% x $38350 + $38350 = $48321
- His savings will fall between $2950 - $2960 yearly.
Answer: $4.24
Explanation:
According to the Put-Call Parity, the value would be expressed by;
Put Price = Call price - Stock price + Exercise price *e^-(risk free rate *T)
T is 90 days out of 365 so = 90/365
= 2.65 - 26 + 28 * 2.71 ^ (-0.06 * 90/365)
= $4.24
The issue will undermine the following results: the use of a stratified random sample, the wording of questions, and the under-coverage of data.
<h3 /><h3>What do you mean by population data?</h3>
Population statistics is described as a fixed of individuals who share a feature or set of these. A populace is specially decided with the aid of using geographies, together with all people in California, or all people withinside the United States.
Demographers (those who observe human populations) categorize this as the natural populace.
Therefore, The issue will undermine the following results: use of a stratified random sample, the wording of questions, and under-coverage of the population data.
Learn more about population data:
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Answer:
A tax rate of 10.71% should make both both indifferent for investors.
Explanation:
the municipal bonds are income-tax free so we should solve for the tax rate which makes both bonds equaly attractive.
0.075 = after-tax rate
0.084 = pre-tax rate
A tax rate of 10.71% should make both both indifferent for investors.
Answer:
The answer is: Ms. Crocker LTCL is $0 and her basis for her 1,000 shares purchased in 2020 is $8,000
Explanation:
Ms. Crocker initially bought 1,000 stocks at $10,000, then she sold her stock at $9,000 losing $1,000. Then she again bought the same stock for $7,000. She can offset her initial loss ($1,000) and instead add it to the value of the stock purchased later. So instead of having 1,000 shares with a $7,000 value, she can value her stock at $8,000.
