Invite calculation geniuses!

Let’s break this down step-by-step:

Step 1: Identify the values from the first equation

πŸ‘’πŸ‘’ + πŸ‘’πŸ‘’ + πŸ‘’πŸ‘’ = 30
Each pair of boots = 10
So,
πŸ‘’πŸ‘’ = 10 β‡’ One boot (πŸ‘’) = 5


Step 2: Use this in the second equation

🧊🍼 + 🧊🍼 + πŸ‘’πŸ‘’ = 20
We already know πŸ‘’πŸ‘’ = 10
So:
🧊🍼 + 🧊🍼 = 10 β‡’ 2 Γ— 🧊🍼 = 10 β‡’
🧊🍼 = 5


Step 3: Use this in the third equation

πŸ₯ΏπŸ₯Ώ + πŸ₯ΏπŸ₯Ώ + 🧊🍼 = 17
🧊🍼 = 5
πŸ₯ΏπŸ₯Ώ + πŸ₯ΏπŸ₯Ώ = 12 β‡’ 2 Γ— πŸ₯ΏπŸ₯Ώ = 12 β‡’
πŸ₯ΏπŸ₯Ώ = 6 β‡’ One shoe πŸ₯Ώ = 3


Step 4: Final equation

πŸ‘’ + 🧊🍼 + 🧊🍼 Γ— πŸ₯Ώ

Pay attention to order of operations (PEMDAS): multiplication before addition.

We already know:

  • πŸ‘’ = 5

  • 🧊🍼 = 5

  • πŸ₯Ώ = 3

So:
πŸ‘’ + 🧊🍼 + (🧊🍼 Γ— πŸ₯Ώ)
= 5 + 5 + (5 Γ— 3)
= 5 + 5 + 15
= 25


βœ… Final Answer: 25

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