Answer:
The correct answer is b) Data artist
Explanation:
A data artist is an expert who creates graphs, charts and other visual tools that help people understand the complex data of a business.
Correct being that he is in high school!<span />
Answer:
A) Cash (debit) 180,000; Common stock (credit) 150,000; Additional paid-up capital-common stock (credit) 30,000 - Debit - Credit = 0
B) Cash (debit) 255,000; Preferred stock (credit) 250,000; Additional paid-up capital-preferred stock (credit) 5,000 - Debit - Credit = 0
C) Cash (debit) 900,000; Common stock (credit) 600,000; Additional paid-up capital-common stock (credit) 300,000 - Debit - Credit = 0
Explanation:
In Eastport Inc.´s case all 3 situations are similar, shares (Stockholders´Equity) increased, so credits in 4 accounts, according to the type of shares that are issued, must be registered: Common stock, Preferred stock, Additional paid-up capital-common stock, Additional paid-up capital- preferred stock. We will recognize the par value and stated value of the shares and the difference between this and the price paid by shareholders will be recognized as additional paid-up capital. Also, cash (Asset) is received as payment for the shares so a debit must be registered in the account Cash.
Donate surplus food from food stores to communities who need the support.
Roll sum of 19 sum of 17 sum of 15 sum of 13 doubles other winnings $5 $3 $2 $1 $.5 $0.
<h3>What is Roll sum?</h3>
The 12-month rolling sum is the total of the previous 12 months. As the 12-month period "rolls" forward each month, the amount from the most recent month is added and the amount from the previous year is deducted. As a result, a 12-month total has been carried forward to the new month.
Cumulative sums, often known as running totals, are used to show the total sum of data as it grows over time (or any other series or progression). This allows you to see the entire contribution of a specific measure across time.
The total number of possible outcomes is 36, which is equal to the total number of the first die (6) multiplied by the total number of the second die (6).
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