Math, asked by BrainlyHelper, 1 year ago

The number of students of Std 6th and Std 7th who went to visit the Tadoba Tiger Project at Chandrapur was 140 and 196 respectively. The students of each class are to be divided into groups of the same number of students. Each group can have a paid guide. What is the maximum number of students there can be in each group ? Why do you think each group should have the maximum possible number of students?

Answers

Answered by RhystraGrangerMalfoy
15
around 21 or 16 should be max students
as they are paying the guide so they should have max students thus to have less guides
Answered by jeehelper
22

We will take the highest common factor HCF . Using the HCF method:

2 * 2 * 7 = 28 students in each group.

Yes, with maximum students the amount that they have to pay would be less as it would be divided among maximum number of students.

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