Solve the following problem using Singapore Math:Melanie has 4 different colored crayons and 2different boxes as shown below. How manydifferent ways can Melanie put all 4 crayonsinto the 2 boxes so that each box has at least 1crayon? Let’s solve the problem using the Singapore Math method. Step 1: Understand the problem.Melanie has 4 different colored crayons and 2 different boxes. She wants to put all 4 crayons into the boxes, but each box must have at least 1 crayon. We need to find out how many different ways she can do this. Step 2: Plan a solution.To solve this problem, we can use a method called systematic listing. We will list out all the possible ways Melanie can put the crayons in the boxes, making sure that each box has at least 1 crayon. Step 3: Find the solutions.Let’s start listing the possibilities: Box 1 Box 2 Crayon 1 Crayon Leer más…
