Question

1. In the super market there are five shopkeepers A, B, C, D, E. If shopkeeper A sells his
2/3 of products in a day, B sells 3/7 of products, C sells 4/5 of products in a day, D sells
5/6 of products in a day and E sells 7/8 of products in a day, who sells more products in
a day? Cut 5 equal circles and represent each fraction on the circles and find the largest
fraction and the smallest fraction.





And please explain step-by-step please​

Answer 1

Answer:

Solution:

Considering they have equal products in a day

So,

Shopkeeper A sells 2/3 of his products

2/3=0.667

Shopkeeper B sells 3/7 of his products

3/7=0.428

Shopkeeper C sells 4/5 of his products

4/5=0.8

Shopkeeper D sells 5/6 of his products

5/6=0.833

Shopkeeper E sells 7/8 of his products

7/8=0.875

Since Shopkeeper E has highest ratio value , he will sell maximum of his products

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Step-by-step explanation: