Challenger

×

☰

Question:

$(-1)^{100} + (-1)^{101} =?$

A0

B-1

C1

D2

Answer:

A. 0

Explanation:

$(-1)^{100}=1$

$(-1)^{101} = - 1$

$1+(-1) = 0$

Related Questions:

The grad • at the point (1.-2.-1) for ^ (x, y, z) = 3x²y-y³z² is

If 9^{48} is divided by 728 what will be the reminder ?

$4^n = 1024$ ആയാൽ $4^{(n-2 )}$ എത്ര ?

$2^{m}$ = 16 ആയാൽ $3^{(m -1)}$ എത്ര ?

(-1)^99 + (-1)^100 + (-1)^101 = ?