Without actual division show that each of the following rational numbers is a non-terminating repeating decimal 129/2^2 x 5^7 x 7^5
Without actual division show that each of the following rational numbers is a non-terminating repeating decimal
129/22 x 57 x 75
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129/22 x 57 x 75
We know 2, 5 or 7 is not a factor of 129, so it is in its simplest form.
Moreover, (2 2× 5 7× 7 5 ) ≠ (2m × 5n )
Hence, the given rational is non-terminating repeating decimal.
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