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The decimal expansion of the rational number
53/2² x 5⁵
will terminate after how many decimal places.
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Answer:
Given fraction terminates after 4 decimal place
can I get a step by step explanation pls
Given : The decimal expansion of rational number \frac{43}{2^45^3} 2 4 5 3 43 To find : Number will terminate after how many places of decimal? Solution : If the denominator of a rational number is of the form 2^n5^m2 n 5 m , then it will terminate after n places if n>m or m places if m>n. In the given rational number \frac{43}{2^45^3} 2 4 5 3 43 n=4 and m=3 (on comparison) We see that, n=4>3=m So, the given ration
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