What is 8i^{13}-9i^{23}+6i^{14} ?

The solution to 8i^{13}-9i^{23}+6i^{14} is -6+17i

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simplify 8i^{13}-9i^{23}+6i^{14}

simplify

8 i^{13} - 9 i^{23} + 6 i^{14}

- 6 + 17 i

Solution steps

8 i^{13} - 9 i^{23} + 6 i^{14}

i^{13} = i

9 i^{23} = - 9 i

6 i^{14} = - 6

= 8 i - (- 9 i) - 6

Apply rule:

a - (- b) = a + b

8 i - (- 9 i) = 8 i + 9 i

= 8 i + 9 i - 6

Add similar elements:

8 i + 9 i = 17 i

= 17 i - 6

Rewrite in standard complex form:

- 6 + 17 i

= - 6 + 17 i

48.4

lo g_{\frac{1}{3}} (100)

16.05 \times (8 - 45)

2 (7 - 4 k)

\frac{3}{10} - \frac{1}{10}

What is 8i^{13}-9i^{23}+6i^{14} ?
The solution to 8i^{13}-9i^{23}+6i^{14} is -6+17i