Calculate It: Solving 67.32 + 73.67 - 32
Hey everyone, let's dive into a common math problem! Today, we're tackling the calculation of 67.32 + 73.67 - 32. It's a straightforward arithmetic exercise, but let's break it down step by step to ensure we get the correct answer. This type of calculation is super useful in everyday situations, whether you're balancing a budget, calculating discounts, or even just figuring out how much change you should get back at the store. So, grab your calculators (or your brains!) and let's get started. We'll go through the process clearly, explaining each step so you can easily understand and apply this to similar problems. This isn't just about getting the right answer; it's about understanding how to arrive at the solution. Let's make this fun and educational, shall we? You'll find that with a little practice, these kinds of calculations become second nature. Understanding basic arithmetic is a fundamental skill, and it opens the door to so many other concepts in math and beyond. So, stick with me, and by the end of this article, you'll be feeling confident in your ability to solve this type of problem. Remember, practice makes perfect, so don't be shy about trying out a few more examples on your own after we're done here!
To begin, let's first clarify the order of operations. In this equation, we have addition and subtraction. Fortunately, both of these operations have the same level of precedence, so we can work from left to right. This makes things nice and simple! We will add the first two numbers together, and then we will subtract the third number from the result. This ensures we follow the correct mathematical procedure and arrive at the accurate answer. It's like a recipe – follow the steps in the right order, and you'll get the perfect result. By understanding the order of operations, you're setting yourself up for success in more complex math problems later on. So, remember: addition and subtraction are done from left to right, and you are well on your way to mastering basic arithmetic. So, let's calculate the addition part first. We have 67.32 + 73.67. This step is about combining the two numbers to find their total. When you add these two numbers together, we get a new number, and it represents the combined value of both numbers. The idea is simple, you will be adding each column separately. If we carefully add the numbers together, we should see how easily we can add up any series of numbers, as long as we understand the rules.
Performing the Addition: 67.32 + 73.67
Alright, let's roll up our sleeves and calculate 67.32 + 73.67. This is where we put our addition skills to the test. Now, let's break down the addition to make it super easy. You can do this by hand or use a calculator—whatever floats your boat. We’re going to add the numbers column by column, starting from the right (the hundredths place) and working our way left. So, we'll begin with the hundredths place: 2 + 7 equals 9. Great! Next, we move to the tenths place: 3 + 6 equals 9. Awesome! Now we come to the ones place: 7 + 3 equals 10. We write down the 0 and carry over the 1 to the tens place. Finally, we add the tens place: 6 + 7 plus the carried-over 1, which gives us 14. So, we write down 14. Thus, 67.32 + 73.67 equals 140.99. We have successfully added the first two numbers together. This is a crucial step in solving the entire equation. Remember, attention to detail is key in these types of calculations. Double-checking your work is always a good idea! Always double-check your calculations, especially with decimals; a misplaced decimal can change the answer drastically. So take your time and make sure each step is accurate. Using a calculator can be a great help, but even with a calculator, you should still understand the process, in case you need to do the calculations by hand in the future. Now, we proceed to the subtraction phase. We have now combined both numbers, it's time to subtract to get the final answer. This is where we bring it all together and get the final solution. Ready to see the results?
Performing the Subtraction: 140.99 - 32
Now that we've completed the addition, it's time to subtract 32 from our sum of 140.99. This is the final step in our equation! Remember, we are looking for the difference between the two numbers, which in this case are 140.99 and 32. It's as simple as that! We can now subtract 32 from 140.99. We'll start with the ones place. Since there's no decimal in 32, we can simply subtract the 2 from the 0 in the ones place of 140.99, which gives us 8 in the ones place. Moving on, we will subtract 3 from the 4 in the tens place, which gives us 1 in the tens place. Lastly, the 1 in the hundreds place remains unchanged, since we are only subtracting from the tens and ones place. So, subtracting 32 from 140.99, we get 108.99. That's the solution! Now that we have calculated both addition and subtraction. So, we have finally arrived at the solution to our equation! To ensure we've done everything correctly, it is a good idea to quickly review our steps and confirm that there were no errors along the way. In doing so, we can be confident in our final answer. Congratulations, you’ve just solved the equation! Keep practicing, and you'll find these calculations become second nature. Let's recap what we've done and look at the final answer and some extra practice problems to keep your math skills sharp.
The Final Answer
So, after all the calculations, what's the final answer to 67.32 + 73.67 - 32? Drumroll, please... The answer is 108.99! We started by adding 67.32 and 73.67, which gave us 140.99. Then, we subtracted 32 from 140.99, resulting in 108.99. It's that simple! By breaking down the problem step by step, we made sure we didn't miss a beat. Always remember to perform the addition and subtraction in the correct order. Doing so will ensure that your answer is accurate. That makes a big difference when dealing with numbers that have decimals or more complex calculations. Understanding how to solve simple math problems like this is the foundation for tackling more complex math challenges. So you're not just solving a problem; you're building a strong base for future learning. Keep up the good work! Feel free to practice some more similar problems to cement your understanding. Practice really does make perfect when it comes to math. It builds your confidence and makes solving these problems much quicker and easier. So, keep practicing, and you'll become a math whiz in no time. If you feel confident in your current skills, try some more advanced problems to test yourself even further. Remember, the goal is to improve your skills. Embrace the process, and you’ll find that math can actually be quite fun. Now, go forth and calculate with confidence!
Additional Practice Problems
Want to sharpen your skills even further? Here are a few more problems for you to try: Don't worry, the answers are all here, too! Feel free to work through these problems and compare your answers. These will help reinforce what you have learned, and with a little more practice, you'll feel even more confident in your arithmetic abilities. Give them a try, and see how quickly you can solve them. Let's make sure you're all set! Practice makes perfect, and with each problem you solve, you're improving your skills. Remember, the key is to stay consistent and keep practicing. Each problem is a small victory, and they will all add up to greater math skills. Let's practice with these additional problems and learn even more:
- 55.25 + 23.75 - 15 = ? (Answer: 64)
- 90.50 + 45.50 - 20 = ? (Answer: 116)
- 110.10 + 60.90 - 45 = ? (Answer: 126)
These problems are designed to give you some additional practice and reinforce your understanding of the concepts we've covered. Try them out and feel free to check your answers against the ones provided. The more you practice, the more confident you'll become. Keep up the excellent work, and always remember that every step you take in math is a step towards a brighter and more knowledgeable future. Feel free to use a calculator to help you get the answer, but make sure to understand each step. If you would like to test your understanding further, you can start making up problems and solving them. The more you practice, the more confident you'll become. So, keep practicing, and you'll be well on your way to mastering basic arithmetic!