According to the International Data Corporation (IDC), the crucial ability that will make cloud computing essential for businesses to succeed, sustain, and compete in today’s markets is D. Data-driven decisions.
<h3>What are data-driven decisions?</h3>
A data-driven decision is the use of facts, metrics, and data to guide strategic business decisions to align with organizational future goals, objectives, and current initiatives.
Data-driven decisions enable organizations to observe real data and gain predictive insights, enabling the organization to achieve efficiency and effectiveness in its operations.
Thus, according to the International Data Corporation (IDC), the crucial ability that will make cloud computing essential for businesses to succeed, sustain, and compete in today’s markets is D. Data-driven decisions.
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The accounting entry is to Credit Cash for 25000 and Debit Common Stock for 25,000
<h3 /><h3>What is journal entry?</h3>
Journal entry shows how a business financial transactions are being recorded.
Typically, when cash is withdrawn from a business or personal account, the accounting entry is to credit the cash account.
Hence, the accounting entry is to Credit Cash for 25,000 and Debit Common Stock for 25.000.
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Answer:
Option B
Explanation:
In simple words, A stock dividend refers to the payout to owners that is rendered not in cash but in securities. Such kind of dividend payment has the benefit of satisfying stakeholders without decreasing the cash flow for the business. Usually, these dividends are decided to make as fragments paid out per existing securities in hand.
Whenever dividend is paid in stock is paid, the overall asset interest stays the very same on both the viewpoint of the lender and the viewpoint of the business. Both dividend payments therefore include a newspaper submission for the distribution issuing firm.
Answer:
Amount after 15 years = 183255.011
Explanation:
Below is the calculation to find the amount after 15 years:
Annuity amount or early deposited amount = $5200
Time period = 15 years
Interest rate = 11.3 %
Now we have to find the amount after 15 years:
Amount after 15 years = Annuity [((1 + r)^n - 1) / r ]
Amount after 15 years = 5200 [((1 + 11.3)^15 - 1) / 11.3% ]
Amount after 15 years = 183255.011