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Lily, Lucy and Sara live together in a house. The respective demand curves for weekly hours of cleaning are given by: Lily P = 32

Lily, Lucy and Sara live together in a house. The respective demand curves for weekly hours of cleaning are given by:

Lily P = 32 - 0.7Q

Lucy P = 15 - 0.7Q

Sara P = 42.4 - 0.7Q

The marginal cost of supply cleaning is 24.2$ / hour. Suppose Lily, Lucy and Sara had to individually decide how many hours of cleaning to pay for. How many hours of cleaning will be purchased in this case?

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