A bakery sells three kinds of pastries-pineappple, chocolate and black forest. on a particular day, the bakery owner sold the following number of pastries: 90 pineapple, 120 chocolate and 150 black forest. if none of the customers bought more than two pastries of each type, what is the minimum number of customers that must have visited the bakery that day?
Answers
Given : the bakery owner sold the following number of pastries: 90 pineapple, 120 chocolate and 150 black forest. none of the customers bought more than two pastries of each type,
To find : the minimum number of customers that must have visited the bakery that day
Solution:
pineapple pastries = 90
Chocolate pastries = 120
Black Forest Pastries = 150
none of the customers bought more than two pastries of each type
Hence we will will find the minimum customer required to buy maximum number of of pastries ( Black Forest) = 150
Number of minimum customer = 150/2 = 75
75 is the minimum number of customers that must have visited Bakery that day
Learn more:
Solve the inequality |X| -1 / |X
https://brainly.in/question/12424683
Find the product of all of positive integers n that satisfy the following ...
https://brainly.in/question/11264959