Exponentials and Logarithms 8.1-8.4

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18 Terms

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Exponent form
b^y=x
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Logarithm form
logb^x=y
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Change of base formula
logb x=(loga x)/(loga b)
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loga 1=?
0
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loga a=?
1
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loga a^x=? or a^loga^x=?
x
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If loga x=loga y, then __=__
x=y
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ln (Ln)
natural log
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ln1=?
0
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ln e=?
1
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ln e^x=?
x
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If ln x=ln y, then __ = __
x=y
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common log
log
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natural exponent number; irrational
e
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√x
x^(1/2)
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3^√x
x^(1/3)
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4^√x
x^(1/4)
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3^√y^2
y^(2/3)