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Exponentials & Logarithms
hard
0:00.0
Simplify:
\n
(
e
2
x
\ot
e
−
x
)
\n(e^{2x} \ot e^{-x})
\n
(
e
2
x
\ot
e
−
x
)
.
A
x
x
x
B
e
x
e^x
e
x
C
2
x
2x
2
x
D
0
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