false
Catalog
Grades 7-8 Video Solutions 2021
video 2021 7-8/24
video 2021 7-8/24
Back to course
[Please upgrade your browser to play this video content]
Video Transcription
Video Summary
The video transcript outlines a problem involving counters of different colors in a box. It establishes constraints for the minimum number of each color in selected groups of counters: at least one green among 27, one red among 25, one blue among 22, and one yellow among 17. By defining equations and summing them, the total limit without one color is determined to be 87. Dividing this by 3, as each color is included three times across equations, results in a maximum of 29 counters fitting the conditions. Thus, the largest possible number of counters in the box is 29.
Keywords
counters
constraints
equations
maximum
colors
×
Please select your language
1
English