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Turning tricky word problems into simple ratio questions can seem hard at first, but I have some steps that really help. Let’s break it down:
Read Carefully: Begin by reading the problem a few times. Pay attention to important details and what the question is asking.
Identify the Quantities: Find the different numbers mentioned in the problem. For example, if it says "for every 3 apples, there are 5 oranges," the important numbers are 3 and 5.
Lay it Out: Write these numbers as a ratio, like 3:5. This helps you see the connection between them.
Simplify: If you can, make the ratio simpler. Don’t forget to keep track of what the numbers represent.
Set Up Equations: If there’s more information, create equations that show the ratios.
The more you practice with different problems, the easier it will become!
Turning tricky word problems into simple ratio questions can seem hard at first, but I have some steps that really help. Let’s break it down:
Read Carefully: Begin by reading the problem a few times. Pay attention to important details and what the question is asking.
Identify the Quantities: Find the different numbers mentioned in the problem. For example, if it says "for every 3 apples, there are 5 oranges," the important numbers are 3 and 5.
Lay it Out: Write these numbers as a ratio, like 3:5. This helps you see the connection between them.
Simplify: If you can, make the ratio simpler. Don’t forget to keep track of what the numbers represent.
Set Up Equations: If there’s more information, create equations that show the ratios.
The more you practice with different problems, the easier it will become!