If a^0=1, what point do all graphs of the form y=a^x have in common? Is there a point that all graphs of the form y=2(a)^x have in common? If so name the point.
Note, when x = 0, a^(0) = 1
So, the point that all graphs of the form y = a^x have in common is (0, 1).
And using the same logic, the point that all graphs of the form y = 2a^x have in common is (0, 2).
HAHAHA !!!....I wish it were true, Rosala...unfortunately, I just know a little bit about almost nothing !!!!