Here is a practice question on parabolas in the coordinate plane.
What does $i – i^2 + i^3 – i^4 + \cdots + i^{97} – i^{98}$ equal, where the imaginary number $i$ is defined as $i^2=-1$ ?
- $\quad -i-1$
- $\quad -i+1$
- $\quad 0$
- $\quad i-1$
- $\quad i+1$
Online Resource for ACT Math
Here is a practice question on parabolas in the coordinate plane.
What does $i – i^2 + i^3 – i^4 + \cdots + i^{97} – i^{98}$ equal, where the imaginary number $i$ is defined as $i^2=-1$ ?
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