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Category: General
Words: 825
Amount: $25
Writer: 1

Paper instructions

I have included Amazon's Financial documents as an attachment. Financial Statements- Consolidated Statements of Operations is the same as a Consolidated Income Statement Question 13: What was the amount of Net Sales for the year ended 12/31/16? Question 14: What was the amount of Net Sales for the year ended 12/31/15? Question 15: What was the Cost of Sales (Cost of Goods Sold) for the year ended 12/31/16? Question 16: What was the Cost of Sales (Cost of Goods Sold) for the year ended 12/31/15? Question 17: Calculate: What would be Amazon's gross profit for the year ended 12/31/16? Question 18: What was Amazon's basic earnings per share for 2016? Question 19: What was Amazon's basic earnings per share for 2015? Question 20: What was Amazon's Cash and Cash Equivalents as of 12/31/16? Question 21: What was the amount of Inventory as of 12/31/16? Question 22: What was the amount of Accounts Payable as of 12/31/16? Question 23: What was the amount of Unearned Revenue as of 12/31/16? Question 24: What was the amount of Retained Earnings as of 12/31/16? Question 25: Based on what you learned about Amazon, would you invest in Amazon's stock? Why or why not? Give a detailed explanation. 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) 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