Find two numbers based on sum and difference

Key notes :

🔢✨ What Is the Sum?

• The sum is the result when you add two numbers.
• Example: 8 + 5 = 13 ➝ 13 is the sum.
• ➕🟰

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➖✨ What Is the Difference?

• The difference is the result when you subtract two numbers.
• Example: 8 − 5 = 3 ➝ 3 is the difference.
• ➖🟰

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🧠💡 To Find the Two Numbers:

If you know the sum and the difference of two numbers, use this trick:

🎀 Step 1: Add the Sum and Difference

👉 (Sum + Difference) ÷ 2 = Bigger Number
💡 Because the bigger number includes the extra amount shown in the difference!

🎀 Step 2: Subtract the Difference from the Sum

👉 (Sum − Difference) ÷ 2 = Smaller Number

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✔️ Example Time! 🧩

🎲 Sum = 20

🎲 Difference = 4

• Bigger number = (20 + 4) ÷ 2 = 12
• Smaller number = (20 − 4) ÷ 2 = 8

✨ So the two numbers are 12 and 8! 🎉

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📝💬 Remember This Rule!

⭐ When you know sum and difference,
👉 The bigger number is always closer to the sum + difference.
👉 The smaller number is always closer to the sum − difference.

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🎨🧸 Why This Works?

• The difference tells how far apart the two numbers are.
• The sum tells how much they add up to.
• Combining both helps us separate the bigger and smaller values! 🌈

Learn with an example

Let’s practice!🖊️