The sum of the squares of two positive integers is 100 and the difference of their squares is 28. The sum of the numbers is: 

If the sum of {a\over b}and its reciprocal is 1 and a ≠ 0, b ≠ 0, then the value of a³ + b³ is

If a³ – b³ – c³ – 3abc = 0, then 

The value of (x + y + z)³ – (y + z – x)³ – (z + x – y)³ – (x + y – z)³ is:

If p – 2q = 4, then the value of p³ – 8q³ – 24pq – 64 is :

If p = 99, then value of p(p² + 3p + 3) is

If the sum of the squares of three consecutive natural numbers is 110, then the smallest of these natural numbers is:

$$ {\sqrt{5929}}+\sqrt{8464}=(?)^{2}$$