A symmetric, bell-shaped frequency distribution that is completely defined by its mean and standard deviation is the<u> normal distribution.</u>
A symmetrical distribution about the mean, such as the normal or Gaussian distribution, indicates that data points closer to the mean occur more frequently than data points further from the mean.
The normal distribution is represented graphically by a bell curve. A bell curve of probabilities is more properly known as the normal distribution. The standard deviation is one and the mean is zero in a normal distribution. Its kurtosis is 3, and its skewness is 0. Not all symmetrical distributions are normal, but all normal distributions are symmetrical. The normal distribution can be thought of as a rough approximation of many naturally occurring events. However, most price distributions in finance are not normally distributed.
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It’s not but that would be weird considering a lot of people on here are minors
Willow Corp NOL carryover to 2021 (year 4) is $10,000
<h3>How to calculate Willow Corp NOL carryover to year 4</h3>
Carry forward losses:
- Year 1 = $50,000
- Year 2 = $40,000
Total carry forward losses = $50,000 + $40,000
= $90,000
Eligible carry forward loss = $100,000 × 80%
= $100,000 × 0.8
= $80,000
Willow Corp tax liability in year 3 = $100,000 - $80,000 × 21%
= $20,000 × 21%
= 20,000 × 0.21
= $4,200
Willow Corp NOL carryover to year 4 = Total carry forward losses - Eligible carry forward loss
= $90,000 - $80,000
= $10,000
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Answer:
d) $3,920
Explanation:
The computation of the borrowed amount is shown below:
= Beginning cash balance + expected cash receipts - expected cash disbursements - minimum monthly cash balance
= $5,480 + $56,200 - $60,600 - $5,000
= $3,920
We easily add to the starting cash balance the estimated cash receipts and deducted the expected cash disbursements and the minimum monthly cash balance, in order to get the correct value
What you’re talking about is Beta. Beta is the ratio of how much a stock changes relative to the market as a whole (NYSE, NASDAQ)
A Beta of 2.0 means it changes (up/down) twice as much as the general market (Dow, S & P, NAS), such as the twitchy, hyper reactive tech stocks ( FAANG’s and also boom-or-bust Big Oil). In other words, high Standard Deviations.
A Beta of 0.5 means it changes (up/down) half as much as the general market. Sleepy blue chips such as GE, AT&T or power utilities fall in that category. Low Standard Deviations
Most stocks by definition pretty much track the market (Beta 1.0) so there are a lot of those. Middling Standard Deviations
So…it is dictated by your risk tolerance.
