RML Lucknow - 2021
Non Nursing Subjects
Easy

What will be the number of zeros in the square of number 70?

Appeared in: RML Lucknow - 2021

Explanation

  • The square of 70 is calculated as 70 × 70, which equals 4900.
  • By counting the trailing zeros in the number 4900, we find there are exactly two zeros.
  • A general mathematical rule states that if a number ends in 'n' zeros, its square will end in '2n' zeros.
  • Since the number 70 has one zero (n=1), its square must have 2 × 1 = 2 zeros.

Why Other Options Were Wrong

  • Option A: This is the number of zeros in the original number (70), not in its square.
  • Option C: A result of three zeros is not obtained by squaring a number ending in a whole number of zeros. For instance, a number with 1.5 zeros is not possible.
  • Option D: This would be the number of zeros if the original number had two zeros (e.g., 700).

Related Visual

Visual explanation — Related Visual
Clinical Relevance
  • Nursing practice connection: This is primarily an exam-oriented knowledge point with limited direct bedside application, so retain Properties of Squares and Zeros as background academic context rather than a clinical decision trigger.
  • This question tests general mathematical aptitude and numerical reasoning, which are essential skills for nurses.
  • Accurate calculation is critical in nursing for tasks like medication dosage calculation, IV drip rate monitoring, and interpreting lab results.
  • What if the question asked for the square of 700? The number 700 has two zeros (n=2). According to the rule, its square would have 2 × 2 = 4 zeros (700² = 490,000).
How to Approach the Question
  • First, carefully read the question to understand what is being asked. The question asks for the 'number of zeros' in the 'square of 70'.
  • Identify the two steps required: first, square the number 70, and second, count the zeros in the result.
  • Calculate the square of 70: 70 × 70 = 4900.
  • Count the number of zeros at the end of the result, 4900. There are two zeros.
  • Alternatively, recall the shortcut: If a number ends with 'n' zeros, its square will end with '2n' zeros. Since 70 has one zero, its square will have 2 × 1 = 2 zeros.
  • Compare your result with the given options and select the one that matches.
Concept Tested & Keywords
  • Concept Tested: Properties of Squares and Zeros
  • Stem keywords: number of zeros, square, 70
  • Lead-in keywords: What will be

Question ID

Q_G5h1oepUp98MKus-AIuh

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