Math Problem: Calculating Weights Of Zachary, Gabe & Harry

Hey math whizzes! Let's dive into a fun word problem involving weights. We've got Zachary, Gabe, and Harry, and we need to figure out how much each of them weighs. This is a classic example of a multi-step problem, so let's break it down step-by-step to make sure we get it right. It's like a puzzle, and we're the detectives, ready to uncover the mystery of their weights! Ready to get started? Let's go!

Understanding the Problem: Zachary's Weight

First, Zachary's weight is the starting point. The problem states that Zachary weighs 37 kilograms and 95 grams. Now, we have to deal with different units (kilograms and grams), so it's essential to convert them to the same unit to make the calculations easier. For this, let's convert everything into grams, as it will be easier to manage. Remember that 1 kilogram is equal to 1,000 grams. Therefore, Zachary's weight in grams is (37 * 1,000) + 95 = 37,095 grams. So, Zachary weighs 37,095 grams. This is our baseline, and we'll use this information to figure out Gabe and Harry's weights.

Now, the main keyword here is Zachary's weight, which gives us the foundation to move on to the next part of the problem. We understood the conversion from kilograms to grams. Let's not forget about the details and the units; it is essential in order to understand the value of the measurement. Don't worry, we are going to use the same logic to calculate the rest. Zachary's weight is the initial measurement we needed to begin the problem. Let's go over it one more time: We know that Zachary weighs 37 kilograms and 95 grams. When we convert this into the same unit (grams), we find that Zachary weighs 37,095 grams. Keep this number in mind because it is super important for our next steps. We've laid the groundwork, and now it's time to find out the other weights.

Calculating Gabe's Weight

Alright, let's figure out Gabe's weight. The problem tells us that Gabe weighs 4,650 grams less than Zachary. That means we need to subtract 4,650 grams from Zachary's weight to find out Gabe's weight. So, Gabe's weight is 37,095 grams - 4,650 grams = 32,445 grams. So, Gabe weighs 32,445 grams. Great job! We've successfully calculated Gabe's weight using the information provided about Zachary and the difference in their weights. We took Zachary's weight and subtracted the difference to find Gabe's weight. See, math can be straightforward when you break it down into smaller steps. We're on a roll! We've made it this far, so let's not stop. We can do this! We are doing a great job, guys!

Now, the main keyword here is Gabe's weight. Since we've already figured out Zachary's weight, we could move on with Gabe's weight. Keep in mind that Gabe's weight is directly related to Zachary's weight, and we needed that number to find it out. We simply subtracted the difference between them, and voilà! We got the final result. Understanding this will help us to keep moving on the problem and we will be closer to the solution. Always take it step by step; that is the best approach. Never rush, read carefully, and keep in mind that the units are important. We're almost there! We've found the weight of Zachary and Gabe; now, let's see how much Harry weighs.

Determining Harry's Weight

Here we go with Harry's weight! The problem states that Harry weighs 2,905 grams less than Gabe. To find Harry's weight, we need to subtract 2,905 grams from Gabe's weight. So, Harry's weight is 32,445 grams - 2,905 grams = 29,540 grams. Therefore, Harry weighs 29,540 grams. We've successfully found Harry's weight. We used the information we calculated earlier about Gabe's weight and the difference between their weights to solve this. Great job everyone! This problem is finished!

Here, the main keyword is Harry's weight. We got Harry's weight at the end. Keep in mind that Harry's weight is directly related to Gabe's weight, and we needed that number to find it out. We simply subtracted the difference between them, and boom! We got the final result. Understanding this will help us to keep moving on the problem, and we will be closer to the solution. Always take it step by step; that is the best approach. Never rush, read carefully, and keep in mind that the units are important. Congratulations! We have solved the problem by determining each of their weights.

Summary of the Weights

Let's recap what we've found:

• Zachary weighs 37,095 grams.
• Gabe weighs 32,445 grams.
• Harry weighs 29,540 grams.

We started with Zachary's weight and used the given information to calculate Gabe's weight and then Harry's weight. We converted the units, and used simple subtraction to solve the problem. That is it, we are done!

We did it, guys! We've solved the math problem and figured out the weights of Zachary, Gabe, and Harry. This type of problem is common in everyday life. We used the information step by step, which made the solution easy to understand. Now, you can apply these steps to any similar problems. Keep practicing, and you'll become math wizards in no time! Keep going, and do not stop. You are all great!