Asked by la
Which of the following appears to be an irrational number?
(1 point)
• 3.72727272…
•
• –
• .073303330…
(1 point)
• 3.72727272…
•
• –
• .073303330…
Answers
Answered by
Bosnian
Rational number is a number that can be expressed as fraction p / q
were p and q are two integers.
3.72727272… = 4 / 11
So 3.72727272... is rational number.
0.073303330... is not rational number because:
0.073303330330330... =
7330 / 100000 + 30333 / 10000000000 + 33033/100000000000000 +...=
7330 / 10⁵ + 30333 / 10¹⁰ + 30333 / 10¹⁰ + 30333 / 10¹⁴ +...
We need to divide 30333 by some exponent of 10 an infinite number of times.
So 0.073303330... is irrational number
were p and q are two integers.
3.72727272… = 4 / 11
So 3.72727272... is rational number.
0.073303330... is not rational number because:
0.073303330330330... =
7330 / 100000 + 30333 / 10000000000 + 33033/100000000000000 +...=
7330 / 10⁵ + 30333 / 10¹⁰ + 30333 / 10¹⁰ + 30333 / 10¹⁴ +...
We need to divide 30333 by some exponent of 10 an infinite number of times.
So 0.073303330... is irrational number
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