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1-3 Imaginary Numbers
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in a math class far, far away..
A long long time ago, in a math class far, far away.. There was no way to take the square root of a negative number
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Every time we squared a negative number
We got a positive.
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(-1) = 1 (-2) = 4 (-3) = 9
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that when multiplied by itself
Was there a number, that when multiplied by itself Gave you a negative???
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Can we in fact, take the square root
of a negative number? WE CAN!!!!
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Ladies and Gentlemen of Geometry
I present to you a NEW number... A number so complex...
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It stretches the imagination..
I present to you:
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So here’s what the math people did: They used the letter “i” to represent the square root of (-1). “i” stands for “imaginary” So, does really exist?
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Examples of how we use
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Examples of how we use
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Radicals and Fractions
You can rearrange the radical sign. = reduce fraction first = 5 OR separate first = = 5 6
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Simplify
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Powers of i
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Simplify.
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Complex Numbers Example: 5+4i Standard form is: Real part
Imaginary part
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