Divide 3-Digit Numbers with Remainders using Area Models & Number Bonds 4-65
Transition from dividing concretely with area models to dividing pictorially with number bonds. What's 136÷3? Divide the total recursively into known multiples of 3 and what's left. Since 136 = 120+15+1, 136÷3 = (120÷3) + (15÷3) + (1÷3) = 45 R1. Any part smaller than the divisor is called the remainder.
