Carlo and Anita make mailboxes and toys in their craft shop near Lincoln. Each mailbox requires 1 hour of work from Carlo and 3 hours from Anita. Each toy requires 1 hour of work from Carlo and 1 hour from Anita. Carlo cannot work more than 5 hours per week and Anita cannot work more than 9 hours per week. If each mailbox sells for $9 and each toy sells for $15, then how many of each should they make to maximize their revenue? What is their maximum revenue? Carlo and Anita should make enter your response here mailboxes and enter your response here toys. Their maximum revenue is $enter your response
Carlo and Anita make mailboxes and toys in their craft shop near Lincoln. Each mailbox requires 1 hour of work from Carlo and 3 hours from Anita. Each toy requires 1 hour of work from Carlo and 1 hour from Anita. Carlo cannot work more than 5 hours per week and Anita cannot work more than 9 hours per week. If each mailbox sells for $9 and each toy sells for $15, then how many of each should they make to maximize their revenue? What is their maximum revenue? Carlo and Anita should make enter your response here mailboxes and enter your response here toys. Their maximum revenue is $enter your response
Chapter7: Systems Of Equations And Inequalities
Section7.2: Systems Of Linear Equations: Three Variables
Problem 57SE: Three coworkers work for the same employer. Their jobs are warehouse manager, office manager, and...
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Carlo and Anita make mailboxes and toys in their craft shop near Lincoln. Each mailbox requires
1
hour
of work from Carlo and
3
hours
from Anita. Each toy requires
1
hour
of work from Carlo and
1
hour
from Anita. Carlo cannot work more than
5
hours per week and Anita cannot work more than
9
hours per week. If each mailbox sells for
$9
and each toy sells for
$15,
then how many of each should they make to maximize their revenue? What is their maximum revenue?Carlo and Anita should make
enter your response here
mailboxes
and
enter your response here
toys.
Their maximum revenue is
$enter your response here.
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