why this is false. log pi(0) = 0. Explain.?

Answer 1

It's false because you can't take the log of zero.

Answer 2

log pi(0) = 0 is also pi^0 = 0, but any number to the 0 power is 1.

Answer 3

log pi(0)=log(0)
log (0)=1 because 10^0=1. x^0 will always equal 1.

Answer 4

any number with zero exponent is equal to 1.
if you have log(base pi) 0 = 0 is wrong, it should be:
log(base pi) 1 = 0, to rewrite this in exponent form it will be:
pi^0 = 1

Answer 5

The statement doesn't make any sense. For all I know pi(0) is some function of a variable pi that is evaluated at zero.

Answer 6

log pi not = 0
Look at the graph of y = log x; then note that
log[0] is not zero

Answer 7

in exponential form, it is pi ^ 0 = 0 (and this is never correct!)

the correct one is log pi(1) = 0

Answer 8

In mathematics, a logarithm of a number x in base b is a number n such that x = bn, where the value b must be neither 0 nor a root of 1.

Answer 9

It is true, anything times 0 is 0.

Answer 10

bear in mind that each and every thing upon the earth is shifting with the earth's rotation. which means the canon is shifting as right now because the exterior below it, and so is the canon ball. The kinetic capacity in the canon ball will keep it in it really is action, notwithstanding it is going to decelerate as quickly because it really is fired into the ambience.