Give an example of two irrational numbers whose difference is a rational number?
This is a class 9th book RD Sharma question. Please answer if you know. or:This is a class 9th book RD Sharma question. Please answer if you know.or:\
This is a class 9th book RD Sharma question. Please answer if you know.
or:This is a class 9th book RD Sharma question. Please answer if you know.
or:\u03c0 and \u03c0+1e and e+1\u221a2 and \u221a2 + 1etc.
or:\u03c6\u00b2 - \u03c6 - 1= 0\u03c6\u00b2 - \u03c6 = 1\u03c6 = 1.61803398.... , Phi, the number of the golden ratio, (sometimes called the \"most irrational number\").btw the number, the ratio of consecutive adjacent elements of the Fibonacci sequence F converges to.F = 1,1,2,3,5,8,13,21,34,55, ...
