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Is e to the pi rational?
e^pi ~ 23.14069.............., not rational
Can the quotient of two irrational numbers be rational?
Yes. 2*pi is irrational, pi is irrational, but their quotient is 2pi/pi = 2: not only rational, but integer.
Is 5 times pi rational?
No, it is not.
If pi is irrational does that mean that pi divided by 2 is irrational?
Yes, it does. If Pi/2 were rational, it could be written as p/q, and then Pi could be written as 2p/q and would be rational as well.
Is root pi is a surd?
Technically it is, as pi can be considered as a rational number, if left as pi, and not 3.145...
Is e to the pi rational?
e^pi ~ 23.14069.............., not rational
Is 3.14 a rational or irrational number?
3.14 is a rational number pi is not. pi is not 3.14
Is 0.16 pie a rational number?
(pi) itself is an irrational number. The only multiples of it that can be rational are (pi) x (a rational number/pi) .
Is 0.3 pi rational?
No, it is not.
Why is pi a rational number?
Pi is irrational.
Are all fractions rational numbers?
No. pi/2 is a fraction but, since pi is irrational, so it pi/2.
Is 10 pi rational?
No 10*pi is not a rational number because it can't be expressed as a fraction
Is -2.2 rational?
No 22*pi is not a rational number
Is Rational number part of pi?
Yes. For example, if you take any truncated equivalent of pi then it will be rational.
Why the area of a circle with a rational radius must be an irrational number?
It the radius is r then the area is pi*r*r - which is pi times a rational number. pi is an irrational number, so the multiple of pi and a rational number is irrational.
Is pi 12 equal to a rational number?
Any multiple of or addition to or subtraction from PI is an irrational number. PI divided by PI is 1, a rational number. So is PI times 0 = 0
Is 7 pie a rational number why or why not?
Assuming that you mean pi, and not pie, it is not a rational number.The set of rational numbers is a field and this means that for every non-zero rational number, there exists a multiplicative inverse in the setand also, due to closure, the product of any two rational numbers is a rational number.Now suppose 7*pi were rational.7 is rational and so there is its multiplicative inverse, which is (1/7).(1/7) is also rational so (1/7)*(7*pi) is rationalBut by the associative property, this is (1/7*7)*pi = 1*pi = pi.But it has been proven that pi is irrational. Therefore the supposition must be wrong ie 7*pi is not rational.
