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3 votes
E^x not equal to zero

User Obadz
by
8.6k points

1 Answer

7 votes

Answer:


e^x \\eq 0

Explanation:

We will prove this with the help of a contradiction:

Let as assume that
e^x = 0

Multiplying both sides by
e^(-x)


e^x* e^(-x) = 0* e^(-x)\\e^0 = 0\\1 = 0

which is not possible.

Hence, our assumption was wrong which led us to a contradiction.

Thus,


e^x \\eq 0

User Suanne
by
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