On one tree, 8 oranges grow in 4 days.
What is the growth rate of the oranges?
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On one tree, 8 oranges grow in 4 days.
What is the growth rate of the oranges?
To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: The problem gives us a total of 8 oranges.
Step 2: These oranges grow over a period of 4 days.
Step 3: Using the formula, we find the growth rate: oranges per day.
Therefore, the solution is that the growth rate is 2 oranges per day.
2 oranges per day
What is the ratio between the orange and gray parts in the drawing?
Think about what you're measuring! Since we want oranges per day, oranges go on top. The word "per" means "divided by", so oranges ÷ days gives oranges per day.
Growth rate tells you how much something increases in a specific time period. Here, it's how many oranges grow each day on average.
You probably divided days by oranges instead of oranges by days! Remember: oranges per day, not .
Yes! The formula is always Rate = Total Amount ÷ Total Time. Whether it's oranges per day, miles per hour, or pages per minute, the method stays the same.
Multiply your rate by the time period. If you get back the original total amount, your rate is correct! For example: 2 oranges/day × 4 days = 8 oranges ✓
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