Calculate The Sum:$\[ 5,463 + 9 = \\]

Feb 28, 2025 by ADMIN 38 views

**Calculating the Sum: A Step-by-Step Guide**

Introduction

In mathematics, calculating the sum of two or more numbers is a fundamental operation that is used extensively in various mathematical operations, such as addition, subtraction, multiplication, and division. In this article, we will focus on calculating the sum of two numbers, specifically 5,463 and 9.

Understanding the Problem

To calculate the sum of 5,463 and 9, we need to understand the concept of addition. Addition is a mathematical operation that involves combining two or more numbers to get a total or a sum. In this case, we need to add 5,463 and 9 to get the final sum.

Step 1: Write the Numbers to be Added

The first step in calculating the sum is to write the numbers to be added. In this case, we have two numbers: 5,463 and 9.

Step 2: Align the Numbers

To calculate the sum, we need to align the numbers to be added. We can do this by placing the numbers one on top of the other, with the digits in the same position.

  5,463
+    9

Step 3: Add the Numbers

Now that we have aligned the numbers, we can start adding them. We will start from the rightmost digit and move towards the left.

  5,463
+    9
------

Step 4: Add the Rightmost Digits

The rightmost digit of 5,463 is 3, and the rightmost digit of 9 is 9. We can add these two digits to get 12.

  5,463
+    9
------
  12

Step 5: Carry Over the Tens Digit

Since the sum of 3 and 9 is 12, we need to carry over the tens digit, which is 1.

  5,463
+    9
------
  12
  1

Step 6: Add the Next Digit

The next digit to be added is the tens digit of 5,463, which is 6. We can add this digit to the carried-over tens digit, which is 1, to get 7.

  5,463
+    9
------
  12
  1
  7

Step 7: Add the Next Digit

The next digit to be added is the hundreds digit of 5,463, which is 4. We can add this digit to the previous sum, which is 7, to get 11.

  5,463
+    9
------
  12
  1
  7
  11

Step 8: Add the Next Digit

The next digit to be added is the thousands digit of 5,463, which is 5. We can add this digit to the previous sum, which is 11, to get 16.

Step 9: Add the Next Digit

The next digit to be added is the ten-thousands digit of 5,463, which is 4. We can add this digit to the previous sum, which is 16, to get 20.

Step 10: Add the Next Digit

The final digit to be added is the hundred-thousands digit of 5,463, which is 5. We can add this digit to the previous sum, which is 20, to get 25.

Conclusion

In conclusion, the sum of 5,463 and 9 is 5,472. We can verify this answer by using a calculator or by adding the numbers manually.

Final Answer

Introduction

Understanding the Problem

Step 1: Write the Numbers to be Added

The first step in calculating the sum is to write the numbers to be added. In this case, we have two numbers: 5,463 and 9.

Step 2: Align the Numbers

To calculate the sum, we need to align the numbers to be added. We can do this by placing the numbers one on top of the other, with the digits in the same position.

  5,463
+    9

Step 3: Add the Numbers

Now that we have aligned the numbers, we can start adding them. We will start from the rightmost digit and move towards the left.

  5,463
+    9
------

Step 4: Add the Rightmost Digits

The rightmost digit of 5,463 is 3, and the rightmost digit of 9 is 9. We can add these two digits to get 12.

  5,463
+    9
------
  12

Step 5: Carry Over the Tens Digit

Since the sum of 3 and 9 is 12, we need to carry over the tens digit, which is 1.

  5,463
+    9
------
  12
  1

Step 6: Add the Next Digit

The next digit to be added is the tens digit of 5,463, which is 6. We can add this digit to the carried-over tens digit, which is 1, to get 7.

  5,463
+    9
------
  12
  1
  7

Step 7: Add the Next Digit

The next digit to be added is the hundreds digit of 5,463, which is 4. We can add this digit to the previous sum, which is 7, to get 11.

  5,463
+    9
------
  12
  1
  7
  11

Step 8: Add the Next Digit

The next digit to be added is the thousands digit of 5,463, which is 5. We can add this digit to the previous sum, which is 11, to get 16.

Step 9: Add the Next Digit

The next digit to be added is the ten-thousands digit of 5,463, which is 4. We can add this digit to the previous sum, which is 16, to get 20.

Step 10: Add the Next Digit

The final digit to be added is the hundred-thousands digit of 5,463, which is 5. We can add this digit to the previous sum, which is 20, to get 25.

Conclusion

In conclusion, the sum of 5,463 and 9 is 5,472. We can verify this answer by using a calculator or by adding the numbers manually.

Final Answer

The final answer is: 5,472

Q: What is the sum of 5,463 and 9?

A: The sum of 5,463 and 9 is 5,472.

Q: How do I calculate the sum of two numbers?

A: To calculate the sum of two numbers, you need to add the numbers together. You can do this by aligning the numbers and adding the digits from right to left.

Q: What is the concept of addition?

A: Addition is a mathematical operation that involves combining two or more numbers to get a total or a sum.

Q: How do I add numbers with multiple digits?

A: To add numbers with multiple digits, you need to align the numbers and add the digits from right to left. You may need to carry over digits from one column to the next.

Q: What is the importance of calculating the sum?

A: Calculating the sum is an important mathematical operation that is used extensively in various mathematical operations, such as addition, subtraction, multiplication, and division.

Q: Can I use a calculator to calculate the sum?

A: Yes, you can use a calculator to calculate the sum. However, it's also important to understand the concept of addition and how to calculate the sum manually.

Q: What is the final answer to the problem?

A: The final answer to the problem is 5,472.

Conclusion

In conclusion, calculating the sum of two numbers is an important mathematical operation that is used extensively in various mathematical operations. By understanding the concept of addition and how to calculate the sum, you can solve problems and answer questions with confidence.