A consumer faces a trade-off between labor and leisure. Suppose the consumer receives a raise and starts earning a higher wage. Based on the Slutsky equation, the substitution effect with respect to leisure due to this change is -18.00. However, due to the change in income, his consumption increases by 1.00 units. If this consumer can work or rest a maximum of 24 hours, how many hours must he have been working if this change in his wage doesn't lead to a change in his hours worked?
Since leisure is considered to be an interior good
Total effect (TE) "=" Substitution effect (SE) "+" Income Effect (IE)
TE "=" "-" 18 "+" 1
TE "=" "-" 17
Total effect is also equal to the initial time the consumer worked
Nineteen (17) hours
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