About irrational numbers

About irrational numbers

An irrational number, i.e. a real number of non-rational numbers, can not be written as a ratio of two integers. If it is written as a decimal form, the number after the decimal point has an infinite number and can not be cycled. Common irrational numbers include the square root of the non-complete square number,π and e (the latter two of which are transcendental numbers). Another characteristic of irrational numbers is continuous fraction.

If a is an irrational number and b is an irrational number, then a+b is an irrational number 0 Is not an irrational number If a is an irrational number and b is an irrational number, then a + b is an irrational number 0 Is not an irrational number

A =3.594125.
B=-3.594125.
A+b=0