Sherri's Cherries makes both white and dark chocolate cherries for Christmas. Each white cherry uses one cherry and 2 grams of white chocolate, while each dark cherry uses one cherry and 3 grams of dark chocolate. Profit is 7¢ per white cherry and 8¢ per dark cherry. Each hour Sherri has 100 cherries, 270 grams of dark chocolate, and 160 grams of white chocolate. How many cherries of each type should be made per hour to maximize profit? a) 80 white, 90 dark b) 10 white, 90 dark c) O white, 100 dark d) 80 white, 20 dark e) None of the others

Sherri's Cherries makes both white and dark chocolate cherries for Christmas. Each white cherry uses one cherry and 2 grams of white chocolate, while each dark cherry uses one cherry and 3 grams of dark chocolate. Profit is 7¢ per white cherry and 8¢ per dark cherry. Each hour Sherri has 100 cherries, 270 grams of dark chocolate, and 160 grams of white chocolate. How many cherries of each type should be made per hour to maximize profit? a) 80 white, 90 dark b) 10 white, 90 dark c) O white, 100 dark d) 80 white, 20 dark e) None of the others

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Description: Sherri's Cherries makes both white and dark chocolate cherries for Christmas. Eachwhite cherry uses one cherry and 2 grams of white chocolate, while each dark cherry usesone cherry and 3 grams of dark chocolate. Profit is 7¢ per white cherry and 8¢

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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Question

Sherri's Cherries makes both white and dark chocolate cherries for Christmas. Each
white cherry uses one cherry and 2 grams of white chocolate, while each dark cherry uses
one cherry and 3 grams of dark chocolate. Profit is 7¢ per white cherry and 8¢ per dark
cherry. Each hour Sherri has 100 cherries, 270 grams of dark chocolate, and 160 grams
of white chocolate. How many cherries of each type should be made per hour to
maximize profit?
a)
80 white, 90 dark
b)
10 white, 90 dark
c)
O white, 100 dark
d)
80 white, 20 dark
e)
None of the others

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