Question: Identify Account Type and Financial Statement on which it appears. Account Types Asset Liability Equity Income Expense Financial Statements Balance Sheet Profit and Loss Accounts

Identify Account Type and Financial Statement on which it appears.

Account Types

Asset

Liability

Equity

Income

Expense

Financial Statements

Balance Sheet

Profit and Loss

Accounts

1. Design Income

2. Savings

3. Accounts Receivable (A/R)

4. Rent or Lease

5. Prepaid Expenses

6. Notes Payable

7. Inventory Asset

8. Opening Balance Equity

9. Utilities

10. Undeposited Funds

11. Accounts Payable (A/P)

12. MasterCard

13. Visa

14. Loan Payable

15. Sales of Product Income

16. Legal and Professional Fees

17. Advertising

18. Meals and Entertainment

19. Retained Earnings

20. Checking

21. Landscaping Services

22. Pest Control Services

23. Cost of Goods Sold

24. Automobile: Fuel

25. Bank Charges

26. Interest Earned

Identify Account Type and Financial Statement onIdentify Account Type and Financial Statement on
For the following molecule, indicate the number of valence electron, the electron geometry, the molecular geometry, and the polarity. Number of valence electrons: Electron geometry: Molecular geometry: Polarity: For geometries, use the table in Appendix F. This PhET simulation may be useful. For polarity, type "polar" or "nonpolar" in the box, as appropriate.9. Answer the following questions about "Test statistic", "P-value" and simulation.( 1pt each , total 5 pts) a) Suppose the P-value was very small. Would we expect the Test statistic to be significant or not significant? ("Significant" or "Not significant") b) Suppose we simulated the null hypothesis and the sample statistic did NOT falling the tail of the simulation. Would we expect the Test statistic to be significant or not significant? ("Significant" or "Not significant") c) Suppose the Test statistic was significant. Would we expect the P-value to be small or large? ("Small" or "Large") d) Suppose we simulated the null hypothesis and the "sample statistic" fell in the tail of the simulation. Would we expect the P-value to be small or large? ("Small" or "Large") e) Suppose the P-value was very large. Would we expect the "sample statistic" to fall in the tail of the simulation or not in the tail? ("Tail" or "Not in tail")

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