Question

In a store 60 cans of soup our range to be displayed in 10 equal rose why does the fraction 10 / 60 not represent this situation explain

Answer 1

The fraction 10 / 60 does not accurately represent 60 cans of soup arranged in 10 equal rows because it implies there would be 10 cans per row, which is incorrect. Each of the 10 rows would actually contain 6 cans, leading to the correct fraction of 6/60, simplify to 1/10.

Step-by-step explanation:

The fraction 10 / 60 does not correctly represent the situation of 60 cans of soup being arranged into 10 equal rows. The fraction suggests that each row would have 10 cans, which is not the case. Instead, to find the number of cans per row, you would divide the total number of cans by the number of rows.

Here's the calculation we should use to describe the situation:

• Total number of cans = 60
• Number of rows = 10
• Cans per row = Total number of cans / Number of rows = 60 / 10 = 6 cans per row

Thus, each row would have 6 cans of soup, not 10. The correct fraction to represent the cans per row is 6/60, which can be simplified to 1/10.