Respuesta :

Answer:

When the denominator of a proper fraction is 99 , the repeating digits in it decimal form are the number present in the numerator

Step-by-step explanation:

Given the denominator of the fraction is 99.

Assume the numerator as any number and perform the division operation.

For eg:

(i)  [tex]\frac{5}{99}[/tex] = 0.05050505... the repeating digits are 05

(ii) [tex]\frac{25}{99}[/tex] = 0.25252525... the repeating digits are 25

(iii) [tex]\frac{95}{99}[/tex] = 0.95959595... the repeating digits are 95

This explains that when a number is divided by 99, the repeating digits are the number present in the numerator in decimal form.

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