The Ministry of Agriculture in its fight against the army worm infection of maize farms in the country has approved three brands of chemicals A, B and C to be used by farmers as follows: Farmers are to combine exactly two of the chemicals to spray their farms or they should use none of them. The proportions of farmers who opted for chemicals A, B and C are respectively given by 5, 3 and 15. A farmer is randomly selected from the group of farmers. What is the probability that the farmer chose none of the chemicals?

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 13CYU
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The Ministry of Agriculture in its fight against the army worm infection of maize
farms in the country has approved three brands of chemicals A, B and C to be used
by farmers as follows: Farmers are to combine exactly two of the chemicals to spray
their farms or they should use none of them. The proportions of farmers who opted
for chemicals A, B and C are respectively given by 5, 3 and 15. A farmer is randomly
selected from the group of farmers. What is the probability that the farmer chose
none of the chemicals?
Transcribed Image Text:The Ministry of Agriculture in its fight against the army worm infection of maize farms in the country has approved three brands of chemicals A, B and C to be used by farmers as follows: Farmers are to combine exactly two of the chemicals to spray their farms or they should use none of them. The proportions of farmers who opted for chemicals A, B and C are respectively given by 5, 3 and 15. A farmer is randomly selected from the group of farmers. What is the probability that the farmer chose none of the chemicals?
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