SOLUTION: identify the conditions on x that make the following statement true, if they can be made true at all:
9^x > 1
9^x < 1
9^x = 1
9^x = 0
9^x < 0
I'm sure how to answ
Algebra ->
Testmodule
-> SOLUTION: identify the conditions on x that make the following statement true, if they can be made true at all:
9^x > 1
9^x < 1
9^x = 1
9^x = 0
9^x < 0
I'm sure how to answ
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Question 946048: identify the conditions on x that make the following statement true, if they can be made true at all:
9^x > 1
9^x < 1
9^x = 1
9^x = 0
9^x < 0
I'm sure how to answer to this. Answer by Fombitz(32388) (Show Source):
You can put this solution on YOUR website! Raising a positive base to an exponent will always produce a positive result.
So the last two conditions are never possible.
Now focus on .
Any base to the zero power equals . So when ,
When , and when ,
.
.
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