1. Let's solve each equation step-by-step. 2. For the dragon 🐉: Calculate $992 - (897 - 112)$. Use the rule of subtraction inside parentheses first. $$897 - 112 = 785$$ Then subtract from 992: $$992 - 785 = 207$$ So, 🐉 = 207. 3. For the fox 🦊: Given $(112 \times 29 + \text{🦊}) = 3,273$, first calculate $112 \times 29$: $$112 \times 29 = 3,248$$ Now solve for 🦊: $$3,248 + \text{🦊} = 3,273 \Rightarrow \text{🦊} = 3,273 - 3,248 = 25$$ So, 🦊 = 25. 4. For the flamingo 🦩: Calculate $(297 + 103) \times 3$. First add inside the parentheses: $$297 + 103 = 400$$ Then multiply by 3: $$400 \times 3 = 1,200$$ So, 🦩 = 1,200. 5. For the hedgehog 🦔: Calculate $365 + (115 + 432)$. Add inside the parentheses: $$115 + 432 = 547$$ Then add 365: $$365 + 547 = 912$$ So, 🦔 = 912. 6. For the palm tree 🌴: Given $(\text{🌴} + 425) \times 30 = 13,650$, divide both sides by 30: $$\text{🌴} + 425 = \frac{13,650}{30} = 455$$ Now solve for 🌴: $$\text{🌴} = 455 - 425 = 30$$ So, 🌴 = 30. **Final answers:** - 🐉 = 207 - 🦊 = 25 - 🦩 = 1,200 - 🦔 = 912 - 🌴 = 30