greates number of baskets to put equal number of fruits I am grade 6 student and trying this for the first time, so kindly excuse if I am making any mistakes.
I have this problem in my math book which I get a head around after lot of thinking, seeking help here
A grocery store clerk has to arrange 16 oranges, 20 apples and 24 pears in such a way that he puts equal number of Apples, oranges and Pears 
in each basket. What is the greatest number of baskets that can be made so that no fruits is left?

This problem is in GCF/LCM chapter, but I am not sure what method will apply to solve this problem, please help.
Thanks in advance.
Hint:

You will need to find the GCF of the three numbers. That is the greatest number of baskets that the clerk can have and still have the same number of each fruit in each basket.

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Solution:
The GCF of 16, 20, and 24 is 4. Each of the 4 baskets will have 4 oranges, 5 apples, and 6 pears.
The answer is 4 baskets.Look for the highest number that all these given numbers (16, 20, and 24) can be divided by. They are all divisible by 4. In each of the 4 baskets, there will be 4 oranges, 5 apples, and 6 pears (these are the results of each division).