In general, infinity to the zero is undefined ------------ Seconded. You'll have to figure out some algebra tricks to (re)move the exponent before continuing the evaluation.
Chat with our AI personalities
The logarithm of zero is defined as approaching negative infinity because logarithmic functions represent the exponent to which a base must be raised to produce a given number. As the input to the logarithm approaches zero from the positive side, the exponent needed to achieve that value becomes increasingly negative. Therefore, ( \log_b(0) ) tends toward negative infinity, indicating that no finite exponent can result in zero when using positive bases.
no exponent can make a number equal to zero, however any number with an exponent of zero is one.
Yes the exponent is the number of times you multiply it so for example twenty with a zero exponent is zero
you don't have a zero exponent in math.
Zero with an exponent of two is still zero. The math involves 0x0x0=0.