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A student was asked to read the following numbers: 306, 406, 408, 4020 He reads as follows: Thirty six, forty six, forty eight, forty twen
Question

A student was asked to read the following numbers:
306, 406, 408, 4020
He reads as follows:
Thirty six, forty six, forty eight, forty twenty
The reason for error in reading is that

A.

the student does not like maths class and finds the class boring

B.

the student has understood the concept of place value and its use also

C.

the student is not fit for study of maths

D.

the student is not able to understand the concept of place value and feels comfortable using two – digit numbers only

Correct option is D

S. Ans. (d)

Solution:
The primary reason for the error in reading is that the student is not able to understand the concept of place value and feels comfortable using two-digit numbers only.

  • The student reads the numbers (e.g., 306 as thirty-six) by ignoring the place value of digits in the hundreds, tens, and ones positions.
  • Similarly, "forty twenty" for 4020 shows that the student does not understand the positional significance of the digits and relies on two-digit number patterns for familiarity.

Understanding place value is critical for accurately reading and interpreting numbers, especially for those with more than two digits.

Information Booster:

  1. Concept of Place Value:

    • Place value refers to the positional value of a digit in a number, e.g., in 306, the "3" is in the hundreds place, making its value 300.
    • Without place value understanding, students tend to treat numbers as a sequence of single or two-digit numbers.
  2. Common Errors:

    • Ignoring the positional context of digits (e.g., reading 306 as thirty-six).
    • Misinterpreting the structure of multi-digit numbers (e.g., forty twenty for 4020).
  3. Teaching Strategies:

    • Use place value charts to help students visualize the positional values of digits.
    • Practice with expanded form, e.g., 306 = 300 + 6, to emphasize the value of each digit.
    • Provide examples of similar numbers to show how place value changes their meaning, e.g., 306 vs. 36.

Additional Information:

  • Familiar Numbers: While familiarity with numbers aids recognition, it does not address errors due to conceptual gaps.
  • Digit Recognition: The student is correctly identifying digits but misinterpreting their positional meaning.
  • Random Guessing: The student's responses indicate a consistent pattern (use of two-digit numbers) rather than random guesses.

Key Points to Remember:

  • Place value is the foundation for understanding and interpreting multi-digit numbers.
  • Errors in reading numbers often indicate a lack of conceptual understanding, not a lack of familiarity or recognition.
  • Effective teaching tools, such as place value blocks or charts, can bridge this gap.

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