If the balls below are divided so that each column in the table contains an equal number, then how many balls will each column contain?
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If the balls below are divided so that each column in the table contains an equal number, then how many balls will each column contain?
To solve this problem, we'll proceed through these steps:
Let's solve the problem:
Step 1: Count the total number of balls.
Upon examining the diagram, we see there are 10 balls represented.
Step 2: Count the number of columns.
From the diagram, there are 5 columns.
Step 3: Divide the total number of balls by the number of columns to find the exact number per column:
Thus, the solution to the problem is that each column will contain 2 balls.
This solution matches the correct answer provided in the question's answer choices.
2
If the balls below are divided so that each column in the table contains an equal number, then how many balls will there be in each column?
Look at the entire diagram carefully and count each red ball one by one. Don't worry about where they are now - just focus on getting the total count correct first.
In this problem, 10 ÷ 5 = 2 exactly! But if you get a remainder in other problems, that means equal distribution isn't possible with whole balls.
No! This is a calculation problem. You just need to figure out mathematically how many balls each column should have for equal distribution.
Look for the vertical lines that separate the grid into sections. Count the spaces between these lines - those are your columns. The grid should show 5 columns total.
Equal distribution means every column gets exactly the same number of balls. So if one column has 2 balls, all columns must have 2 balls.
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