Mathematics: Reviewing Imaginary Numbers. Simplify I^12

Reviewing Imaginary Numbers. Simplify I^12 - id126937532, Serenitybella

Ответ:

dollar6219

29.01.2022

Mathematics

Step-by-step explanation:

$i^{12}= i^{2} *i^{2} *i^{2} *i^{2} *i^{2} *i^{2}$

Remember that $i^{2}=-1$

Plug it in:

$i^{12}= (-1)^{2} *(-1)^{2} *(-1)^{2} *(-1)^{2} *(-1)^{2} *(-1)^{2}$

=1*1*1*1*1*1

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Ответ:

sama3638

13.11.2022

Mathematics

First, we have to find the total number of marbles in the bag. 12+20+17=49. So there are 49 marbles in the bag. We know that 20+17=37, so the chances of pulling a marble that isn't red is 37/49, which can't be reduced further.

Hope this helps, and please Brainliest me if it did!

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Reviewing Imaginary Numbers. Simplify I^12

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