1. The problem asks to find the values of the animals (crab, whale, turtle, octopus, fish) based on given equations. 2. For crab: Given equation is $\text{crab} + (225 + 45) = 626$. Calculate the sum inside the parentheses: $225 + 45 = 270$. So, $\text{crab} + 270 = 626$. Subtract 270 from both sides: $\text{crab} = 626 - 270 = 356$. 3. For whale: Given equation is $(112 + 495) + \text{whale} = 812$. Calculate the sum inside the parentheses: $112 + 495 = 607$. So, $607 + \text{whale} = 812$. Subtract 607 from both sides: $\text{whale} = 812 - 607 = 205$. 4. For turtle: Given equation is $(32 \times 8) + \text{turtle} = 406$. Calculate the product inside the parentheses: $32 \times 8 = 256$. So, $256 + \text{turtle} = 406$. Subtract 256 from both sides: $\text{turtle} = 406 - 256 = 150$. 5. For octopus: Given equation is $(25 \times 125) - 999 = \text{octopus}$. Calculate the product: $25 \times 125 = 3125$. Subtract 999: $3125 - 999 = 2126$. So, $\text{octopus} = 2126$. 6. For fish: Given equation is $(14 \times 99) - 386 = \text{fish}$. Calculate the product: $14 \times 99 = 1386$. Subtract 386: $1386 - 386 = 1000$. So, $\text{fish} = 1000$. 7. Summary of answers: - crab = 356 - whale = 205 - turtle = 150 - octopus = 2126 - fish = 1000 Note: The final answers given on the right side (crab=207, whale=25, etc.) do not match the calculations from the equations provided, so the calculated answers above are correct based on the equations.