How Many Cupcakes in Total If Trey Puts 4 Cupcakes on Each of the 6 Trays?

When it comes to baking, understanding quantities and proportions is crucial. This is not only important for getting the recipe right but also for determining how many servings you’ll end up with. In this case, we’re looking at a scenario where Trey has baked cupcakes and placed 4 on each of 6 trays. The question is, how many cupcakes are there in total? This is a simple multiplication problem, but it’s also a practical example of how math is used in everyday life. Let’s dive deeper into this.

Understanding the Problem

The problem here is a basic multiplication problem. Trey has 6 trays and has placed 4 cupcakes on each tray. To find out the total number of cupcakes, we need to multiply the number of trays by the number of cupcakes on each tray.

Doing the Math

So, if we have 6 trays and 4 cupcakes on each tray, we multiply 6 by 4 to get the total number of cupcakes. Here’s how it works:

• 6 trays x 4 cupcakes/tray = 24 cupcakes

So, Trey has a total of 24 cupcakes.

Why is This Important?

Understanding how to calculate quantities is a fundamental skill that’s used in many areas of life, from cooking and baking to shopping and budgeting. In this case, knowing how to multiply gives us the ability to quickly determine how many cupcakes Trey has made.

What if the Numbers Change?

The beauty of multiplication is that it works no matter what the numbers are. If Trey decides to bake more cupcakes and puts 5 cupcakes on each of 8 trays, we can still use multiplication to find the total. In this case, it would be:

• 8 trays x 5 cupcakes/tray = 40 cupcakes

So, no matter how many trays or cupcakes per tray there are, you can always find the total by multiplying the two numbers together.

Conclusion

Math is everywhere in our daily lives, even in something as simple as figuring out how many cupcakes Trey has on his trays. By understanding multiplication, we can quickly and easily solve problems like this. So, the next time you’re baking or faced with a similar problem, remember this simple method to find your answer.