Express 0.23 in the form of p/q, q#o and find the value of p+q/p-q
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Answer:
p/q = 23/100
p + q / p - q = - 123 / 77
Step-by-step explanation:
First of all try to remove that point and for that you have to multiply it by 100, so in denominator you also have to multiply by 100.
E.X. 0.23 = ( 0.23 * 100) / 1 * 100
= 23 / 100, Further as 23 is prime number it can't be further reduced.
So, it is final p/q form for it.
Now, p + q = 23 + 100 and p - q = 23 - 100 = -77, so
p + q / p - q = 123 / (-77)
= - 123/77
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