Question

express 0.737373737373...... in the form of p by Q also find the prime factorization of q where p and q are co primes​

Answer 1

Step-by-step explanation:

0.7373... = x

Multiply x by 100

.°. 100x = 73.7373

100x - x = 73.7373 - 0.73

99x = 73

x = 73/99

Answer 2

The p/q form is $\dfrac{73}{99}$

Step-by-step explanation:

Since we have given that

x = 0.7373737373...........

So, x = $0.\bar{73}$ ----------(1),

Multiply by 100 on both sides,

100x=73.73737373......  -------------------(2),

Now, subtracting (1)  from (2), we get that

100-x=73.7373-0.737373

99x=73

$x=\dfrac{73}{99}$

Hence, the p/q form is $\dfrac{73}{99}$

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express 0.737373737373...... in the form of p by Q also find the prime factorization of q where p and q are co primes​

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