A worker has daily a non-labor income of M euros and has 12 hours for leisure and labor activities. Her preferences for leisure-consumption are represented by the utility function u(h; c) = h^2c, where h denotes the number of hours of leisure she enjoys and c her consumption measured in euros. The hourly wage is w euros.

) Describe the workers problem, including its budget constraints, and calculate her demand of leisure and consumption, h(M; w) and c(M; w).

Hey, could you please help me with this question