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Math Quiz on Addition Facts
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Math Quiz on Addition Facts

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Questions and Answers

What is the sum of $7 + 876$?

  • 883 (correct)
  • 880
  • 879
  • 886
  • If you add 7 and 876, what will the last digit of the result be?

  • 0
  • 7
  • 3 (correct)
  • 6
  • Which of the following represents an incorrect calculation of the sum $7 + 876$?

  • 880 (correct)
  • 883
  • 882 (correct)
  • 877 (correct)
  • What is the correct equation that sums to 883?

    <p>$7 + 876$</p> Signup and view all the answers

    If $x = 876$, what is the value of $7 + x$?

    <p>883</p> Signup and view all the answers

    Study Notes

    Basic Addition Concepts

    • The sum of the integers 7 and 876 is calculated as follows: 7 + 876 = 883.
    • In the addition operation, focus on both the process and result for clarity and understanding.

    Last Digit in Addition

    • To determine the last digit of the result when adding 7 and 876, only the last digits of each number need to be added: 7 (last digit) + 6 (last digit of 876) = 13.
    • The last digit of 13 is 3, so the last digit of 883 is 3.

    Common Errors in Addition

    • It's crucial to identify incorrect calculations when summing 7 and 876; any sum other than 883 demonstrates an arithmetic mistake.
    • Verifying calculations can help pinpoint errors effectively.

    Alternative Representations of the Sum

    • A correct equation that represents summing to 883 can be written in various forms, such as:
      • 878 + 5 = 883
      • 900 - 17 = 883

    Variable Scenario

    • When substituting x = 876 into the expression 7 + x, the value becomes: 7 + 876 = 883, confirming the initial calculation is correct.
    • Understanding variable substitution in equations can reinforce the concept of summation.

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    Description

    Test your skills in basic addition with this quiz that includes questions on the sum of 7 and 876. Determine the last digit of the result, identify incorrect calculations, and find the value of expressions involving these numbers. Perfect for reinforcing your foundational math skills.

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