↳A bag contains 10 orange-flavoured, 14 strawberry-flavoured, and 16 cherry-flavoured sweetswhich are of identical shapes and sizes. Benny selects a sweet at random from the bag. If it isnot cherry-flavoured he replaces it and selects another sweet at random. He repeats the processuntil he obtains a cherry-flavoured sweet.Calculate the probability thatthe first sweet selected is strawberry-flavoured and the fourth sweet is orange-flavoured,he selects an even number of sweets.(i)(ii)

Number of orange flavored sweets = 10 Number of strawberry flavored sweets = 14 Number of cherry…

A bag contains 10 orange-flavoured, 14 strawberry-flavoured, and 16 cherry which are of identical shapes and sizes. Benny selects a sweet at random fro not cherry-flavoured he replaces it and selects another sweet at random. Her until he obtains a cherry-flavoured sweet. Calculate the probability that the first sweet selected is strawberry-flavoured and the fourth sweet i he selects an even number of sweets. (i) (ii)

A bag contains 10 orange-flavoured, 14 strawberry-flavoured, and 16 cherry which are of identical shapes and sizes. Benny selects a sweet at random fro not cherry-flavoured he replaces it and selects another sweet at random. Her until he obtains a cherry-flavoured sweet. Calculate the probability that the first sweet selected is strawberry-flavoured and the fourth sweet i he selects an even number of sweets. (i) (ii)

Holt Mcdougal Larson Pre-algebra: Student Edition 2012

1st Edition

ISBN:9780547587776

Author:HOLT MCDOUGAL

Publisher:HOLT MCDOUGAL

Chapter11: Data Analysis And Probability

Section11.6: Permutations

Problem 31E

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