Every fractional number is a rational number
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No it is false
Every fractional number is not a rational number
If a number is a rational number it should satisfy 3 conditions.
1. p and q are integers
2. q is not equal to zero
3. p and q are co-primes ( this means they should have 1 as the common factor)
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Answer:
No, every fractional number is not a rational number.
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