How should the slope estimate of the following regression be interpreted (where wage is hourly wage and educexp is household average annual expenditure on education)? ln(wage)=11.4+8.13ln(educexp) A. When education expenditure increases by 1%, on average, hourly wages increase by 8.13 units. B. When education expenditure increases by 1 unit, on average, hourly wages increase by 8.13 units. C. When education expenditure increases by 1 unit, on average, hourly wages increase by 8.13%. D. When education expenditure increases by 1%, on average, hourly wages increase by 8.13% E. When education expenditure increases by 1, on average, hourly wages increase by 8.13.

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How should the slope estimate of the following regression be interpreted (where wage is hourly wage and educexp is household average annual expenditure on education)?

ln(wage)=11.4+8.13ln(educexp)
A. When education expenditure increases by 1%, on average, hourly wages increase by 8.13 units.
B. When education expenditure increases by 1 unit, on average, hourly wages increase by 8.13 units.
C. When education expenditure increases by 1 unit, on average, hourly wages increase by 8.13%.
D. When education expenditure increases by 1%, on average, hourly wages increase by 8.13%
E. When education expenditure increases by 1, on average, hourly wages increase by 8.13.
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