✅ Very good! 🎊 🟩🟩🟩🟩 🎯 Congratulations! You reached Level 1 by solving 3️⃣ questions correctly! 👏 Keep answering questions to level up again. 🚀 Next question: What is 1100₂ ÷ 10₂ in binary? A: 1000 remainder 11 B: 111 remainder 10 C: 110 remainder 0 D: 1001 remainder 1

You're on a roll — to divide 1100_2 by 10_2 in binary, we perform binary long division. Step 1: Set up the long division. r 110_2 \\[-3pt] 10_2 ) 1100_2 \\[-3pt] Step 2: Divide the first part of the dividend (11_2) by the divisor (10_2). 10_2 goes into 11_2 one time (1_2). Write 1_2 in the quotient. Multiply 1_2 × 10_2 = 10_2. Subtract 10_2 from 11_2: 11_2 - 10_2 = 01_2. r 100_2 \\[-3pt] 10_2 ) 1100_2 \\[-3pt] -1000_2 \\[-3pt] 0100_2 \\[-3pt] Step 3: Bring down the next digit (0_2) from the dividend. We now have 010_2. Divide 010_2 (which is 10_2) by 10_2. 10_2 goes into 10_2 one time (1_2). Write 1_2 in the quotient. Multiply 1_2 × 10_2 = 10_2. Subtract 10_2 from 10_2: 10_2 - 10_2 = 00_2. r 110_2 \\[-3pt] 10_2 ) 1100_2 \\[-3pt] -1000_2 \\[-3pt] 0100_2 \\[-3pt] -100_2 \\[-3pt] 000_2 \\[-3pt] Step 4: Bring down the last digit (0_2) from the dividend. We now have 000_2. Divide 000_2 by 10_2. 10_2 goes into 000_2 zero times (0_2). Write 0_2 in the quotient. Multiply 0_2 × 10_2 = 00_2. Subtract 00_2 from 00_2: 00_2 - 00_2 = 00_2. r 110_2 \\[-3pt] 10_2 ) 1100_2 \\[-3pt] -1000_2 \\[-3pt] 0100_2 \\[-3pt] -100_2 \\[-3pt] 000_2 \\[-3pt] -00_2 \\[-3pt] 00_2 \\[-3pt] The quotient is 110_2 and the remainder is 0_2. The final answer is C: 110 remainder 0. What's next?