- let n greater or equal 3 from the set of real numbers R,
- let a and b graters or equal 1 from the set of real numbers R,
- we have the equation : n=a+b+1
- what will be one demonstration that for every value of number n always will be,always there two numbers a and b for this equation is true ?
- let a and b graters or equal 1 from the set of real numbers R,
- we have the equation : n=a+b+1
- what will be one demonstration that for every value of number n always will be,always there two numbers a and b for this equation is true ?