is pi + e a rational?
Answers
Answered by
3
Answer:
Rational numbers can be written in quotient form (ab,b≠0) where aandb are integers, but since the digits in π (pi) never end and never recur, there are no numbers to which is can be simplified that would allow for it to be written as a fraction. Therefore it is an irrational number.....
HOPE IT HELPS YOU
PLZZ MARK ME AS BRAINLIEST
PLEASE MARK ME..........
Answered by
2
HOPE this will help
Answer: yes
Explanation: It is known that π and e are transcendental. Thus (x−π)(x−e)=x2−(e+π)x+eπ cannot have rational coefficients. So at least one of e+π and eπ is irrational.
Pls mark as BRAINLIEST
Answer: yes
Explanation: It is known that π and e are transcendental. Thus (x−π)(x−e)=x2−(e+π)x+eπ cannot have rational coefficients. So at least one of e+π and eπ is irrational.
Pls mark as BRAINLIEST
Similar questions