-102/119 in standard form _____?
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Answered by
53
-102/119
when it is divided by then it gives -6/7
so, -6/7 is the standard form of this question.
when it is divided by then it gives -6/7
so, -6/7 is the standard form of this question.
Answered by
5
Given:
A number in the fractional form -102/119.
To Find:
The standard form / simplest form of the given fraction.
Solution:
The given problem can be solved using the concepts of prime factorization.
1. The given fraction is -102/119.
2. Factorize 102 as the product of prime numbers,
=> 102 = 2 x 51,
=> 102 = 2 x 3 x 17,
3. Factorize 119 as the product of prime factors,
=> 119 = 7 x 17,
4. Substitute the factorized forms in the fraction,
=> -102/119 = -(2x3x17)/(7x17), (Simplify the equation)
=> -102/119 = -6/7.
Therefore, the standard form of -(102)/(119) is -6/7.
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