"Basketball Math! Solve the fun equations using basketball-related icons."

Let's solve this fun "Basketball Math" puzzle step by step!

We are given a series of equations using symbols:
- 🏀 (basketball)
- 🏀 (hoop)
- 👟 (shoe)
- 📋 (clipboard)

We need to find the value of each symbol and then compute the final expression:

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Step 1: Assign variables

Let:
- $ B $ = basketball
- $ H $ = hoop
- $ S $ = shoe
- $ C $ = clipboard

Now let’s write out the equations.

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Equation 1:

$$
B \times H \times B = 216
\Rightarrow B^2 \times H = 216 \quad \text{(1)}
$$

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Equation 2:

$$
H + S + S = 42
\Rightarrow H + 2S = 42 \quad \text{(2)}
$$

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Equation 3:

$$
H \times B = 36 \quad \text{(3)}
$$

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Equation 4:

$$
C + B + S = 34 \quad \text{(4)}
$$

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Final Question:

$$
B \times C + 2S = ? \quad \text{(We need to find this)}
$$

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Let’s solve step by step.

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From Equation (3): $ H \times B = 36 $

So $ H = \frac{36}{B} $

Plug into Equation (1):

$$
B^2 \times H = 216
\Rightarrow B^2 \times \left( \frac{36}{B} \right) = 216
\Rightarrow B \times 36 = 216
\Rightarrow B = \frac{216}{36} = 6
$$

✔ So, $ B = 6 $ (basketball = 6)

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Now from Equation (3):
$ H \times B = 36 $
$ H \times 6 = 36 $
⇒ $ H = 6 $

✔ So, $ H = 6 $ (hoop = 6)

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Now use Equation (2):
$ H + 2S = 42 $
$ 6 + 2S = 42 $
$ 2S = 36 $
$ S = 18 $

✔ So, $ S = 18 $ (shoe = 18)

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Now use Equation (4):
$ C + B + S = 34 $
$ C + 6 + 18 = 34 $
$ C + 24 = 34 $
$ C = 10 $

✔ So, $ C = 10 $ (clipboard = 10)

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Now solve the final expression:

$$
B \times C + 2S = ?
$$

Substitute values:

$$
6 \times 10 + 2 \times 18 = 60 + 36 = \boxed{96}
$$

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✔ Final Answer: 96

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Summary of Values:

- Basketball (🏀) = 6
- Hoop (🏀) = 6
- Shoe (👟) = 18
- Clipboard (📋) = 10

Final calculation:
$ 6 \times 10 + 2 \times 18 = 60 + 36 = \boxed{96} $

🎉 Answer: 96