Asked by Anonymous
Show that 4/ root 3 is irrational number
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Answered by
Steve
∜3 is a root of the equation
x^4 - 3 = 0
Using the Rational Root Theorem, any rational roots p/q of that equation must have denominator of 1, and numerator a divisor of 3.
Since 3 and 1 are not roots, there are no rational roots.
x^4 - 3 = 0
Using the Rational Root Theorem, any rational roots p/q of that equation must have denominator of 1, and numerator a divisor of 3.
Since 3 and 1 are not roots, there are no rational roots.
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