This is verrry easy but a good question. If u r gud at basics u'll find it very easy and enjoyable.
a,b,c are the cube roots of p, (p<0). Then for any permissible value of x,y,z which is given by
|xa+yb+zc| + (a12 - 2b12) w + w2([x]+[y]+[z]) = 0
|xb+yc+za|
(where w is cube root of unity and a1,b1 are real positive number and b1 is prime number), find the value of [x+a1] + [y+b1] + [z], where [.] denotes the greatest integer function.
Ans: 6
Moderation Team
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