Analysis of sales (the independent variable) to cash flows (the dependent variable) data for linear regression produces an intercept of -$124,666 and a slope of 0.1823. Which correctly explains the intercept value? If there were no sales in a given period, the firm would have net cash outflows of $124,666 that period The intercept of -$124,666 shows that sales and cash flows are negatively correlated The intercept of -$124,666 shows what sales will be when cash flows equal zero The break-even amount of sales for this organization is $124,666
Analysis of sales (the independent variable) to cash flows (the dependent variable) data for linear regression produces an intercept of -$124,666 and a slope of 0.1823. Which correctly explains the intercept value? If there were no sales in a given period, the firm would have net cash outflows of $124,666 that period The intercept of -$124,666 shows that sales and cash flows are negatively correlated The intercept of -$124,666 shows what sales will be when cash flows equal zero The break-even amount of sales for this organization is $124,666
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
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- Analysis of sales (the independent variable) to
cash flows (the dependent variable) data for linear regression produces an intercept of -$124,666 and a slope of 0.1823. Which correctly explains the intercept value?
- If there were no sales in a given period, the firm would have net
cash outflows of $124,666 that period - The intercept of -$124,666 shows that sales and cash flows are negatively correlated
- The intercept of -$124,666 shows what sales will be when cash flows equal zero
- The break-even amount of sales for this organization is $124,666
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