এককের একটি কাল্পনিক ঘনমূল ( [গণিত] ) এবং (x=p+q, y=p [গণিত] +q [গণিত] 2, [গণিত] = [গণিত] 2+ [গণিত] ) হলে, [গণিত] কত?
ক. [গণিত]
খ. [গণিত]
গ. [গণিত]
ঘ. [গণিত]
উত্তর: [গণিত]
ব্যাখ্যা: $ [গণিত] & [গণিত] x 2+y 2+z 2 & =(p+q) 2+ [গণিত] (p [গণিত] +q [গণিত] 2 [গণিত] ) 2+ [গণিত] (p [গণিত] 2+q [গণিত] ) 2 & =p 2+2 p q+q 2+p 2 [গণিত] 2+2 p q [গণিত] 3+q 2 [গণিত] 4+p 2 [গণিত] 4+2 p q [গণিত] 3+q 2 [গণিত] 2 & =p 2+2 p q+q 2+p 2 [গণিত] 2+2 p q+q 2 [গণিত] +p 2 [গণিত] +2 p q+q 2 [গণিত] 2 & =6 p q+p 2 [গণিত] (1+ [গণিত] + [গণিত] 2 [গণিত] )+q 2 [গণিত] (1+ [গণিত] + [গণিত] 2 [গণিত] ) & =6 p q+0+0=6 p q [গণিত] $
HSC Higher Math 2nd Paper Chapter 3: জটিল সংখ্যা MCQ — Prosthuti প্রশ্নব্যাংক
HSC · Higher Math 2nd Paper · Chapter 3: জটিল সংখ্যা · MCQ