what can we say about the value of x, if e^-x= 0 ?
in general, can we write this expression as : log_e0 = -x ?

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Solution

Given, e^-x = 0
The given exponential isn't defined for any value of x for which it is equal to zero.
Similarly, log_e0 = -x is also undefined.
If a^b = c then it can also be written as:
log_a c = b

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what can we say about the value of x, if e-x = 0 ?in general, can we write this expression as : loge0 = -x ?

Given, e-x = 0The given exponential isn't defined for any value of x for which it is equal to zero.Similarly, log e 0 = -x is also undefined.If ab = c then it can also be written as:loga c = b

what can we say about the value of x, if e^-x= 0 ?
in general, can we write this expression as : log_e0 = -x ?

Given, e^-x = 0
The given exponential isn't defined for any value of x for which it is equal to zero.
Similarly, log_e0 = -x is also undefined.
If a^b = c then it can also be written as:
log_a c = b