Question

4. The decimal expression of rational numbers 43/2^3×5^4 will terminating after how may place of decimal ​

Answer 1

Answer:

The decimal expansion of the rational number 43(24. 53) will termiate after how many places of decimals. So, it will terminate after 4 places of decimals.

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Answer 2

solution

solutionIf the denominator of a rational number is of the form 2n5m, then it will terminate after n places if n>m or m places if m>n.

solutionIf the denominator of a rational number is of the form 2n5m, then it will terminate after n places if n>m or m places if m>n.The given rational number is

solutionIf the denominator of a rational number is of the form 2n5m, then it will terminate after n places if n>m or m places if m>n.The given rational number is43/24*53

solutionIf the denominator of a rational number is of the form 2n5m, then it will terminate after n places if n>m or m places if m>n.The given rational number is43/24*53Here, n = 4 > 3 = m

solutionIf the denominator of a rational number is of the form 2n5m, then it will terminate after n places if n>m or m places if m>n.The given rational number is43/24*53Here, n = 4 > 3 = mSo, the given rational number will terminate after 4 places.

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