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With the usual notation, the following equation, said togive distance covered in nth second, i.e.,
  • a)
    Numerically correct only
  • b)
    Dimensionally correct only
  • c)
    Both numerically and dimensionally correct
  • d)
    Neither numerically nor dimensionally correct
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
With the usual notation, the following equation, said togive distance ...
It's a formula which gives the numerical value for distance travelled in nth second. Now, let's check dimensionally,
the SI unit of distance travelled in nth second is meter per sec i. e [ LT^-1].... thus by using principle of homegenity of dimensions , we can conclude that, the it is both numerically and dimensionally correct.
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With the usual notation, the following equation, said togive distance covered in nth second, i.e.,a)Numerically correct onlyb)Dimensionally correct onlyc)Both numerically and dimensionally correctd)Neither numerically nor dimensionally correctCorrect answer is option 'C'. Can you explain this answer?
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