2. Another division of Valles Galactic Industries (VGI) is getting ready to market their Internet- based party planning
Posted: Wed Apr 27, 2022 1:52 pm
2. Another division of Valles Galactic Industries (VGI) is
getting ready to market their Internet- based party planning
service. One of the menu items is a kabob. The kabob was designed
to have four vegetable chunks and three chunks of protein: beef,
chicken, shrimp or tofu. On average, any vegetable will yield 5
chunks suitable for a kabob. One of any ten vegetables will be of
poor quality and cannot be used. In presenting a menu and budget to
a party-thrower, VGI recommends two kabobs per person. A) How
should VGI plan their kabob assembly? Develop a sketch of the
workplace. B) For a 200-attendee party, how many vegetables must be
purchased? C) VGI also offers a statistical modeling program that
prevents food waste. They have data that recommends a mean number
of party attenders as well as metrics on variability. Imagine you
are planning an event with VGI. They suggest the number of
party-attenders for a 200 person party estimate is actually
distributed N(150, 1225). They also recommend using a probability
of 90 percent for attendees. If VGI charges a customer $135 per
attendee, how much does their recommendation save? D) Referring to
C above, would you take their recommendation? Why or why
not?
getting ready to market their Internet- based party planning
service. One of the menu items is a kabob. The kabob was designed
to have four vegetable chunks and three chunks of protein: beef,
chicken, shrimp or tofu. On average, any vegetable will yield 5
chunks suitable for a kabob. One of any ten vegetables will be of
poor quality and cannot be used. In presenting a menu and budget to
a party-thrower, VGI recommends two kabobs per person. A) How
should VGI plan their kabob assembly? Develop a sketch of the
workplace. B) For a 200-attendee party, how many vegetables must be
purchased? C) VGI also offers a statistical modeling program that
prevents food waste. They have data that recommends a mean number
of party attenders as well as metrics on variability. Imagine you
are planning an event with VGI. They suggest the number of
party-attenders for a 200 person party estimate is actually
distributed N(150, 1225). They also recommend using a probability
of 90 percent for attendees. If VGI charges a customer $135 per
attendee, how much does their recommendation save? D) Referring to
C above, would you take their recommendation? Why or why
not?