Let's solve the equation step by step! 🎉
1. Here is the equation:
$$5521 = c231 + 233$$
2. Imagine you have two groups of toys:
**Box 1:**
Left side:
5️⃣ 5️⃣ 2️⃣ 1️⃣
(5521)
Add ➕
**Box 2:** 5️⃣ 5️⃣ 2️⃣ 1️⃣
(5521)
Right side:
c️⃣ 2️⃣ 3️⃣ 1️⃣ + 2️⃣ 3️⃣ 3️⃣
(c231 + 233)
3. To find $c231$, we subtract $233$ from $5521$:
$$c231 = 5521 - 233$$
4. Let's subtract:
$$5521 - 233 = 5288$$
5. So, $c231 = 5288$.
6. Now, let's see what $c$ is:
$$c231 = 5288$$ means $c$ is the first digit of 5288, so $c = 5$.
🎯 **Final answer:** $c = 5$c️⃣ 2️⃣ 3️⃣ 1️⃣ + 2️⃣ 3️⃣ 3️⃣
(c231 + 233)