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Is this statement true or false and why: f(x) = 1^x is not an exponential function
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no because it is identically 1
are you sure?
i think it is an exponential function which is defined as a function b^x where b is any real number
no exponential function of the form \[f(x)=a\times b^x\] restrictions are \[b>0\] and \[b\neq 1\]
\[f(x)=1^x\] same as \[f(x)=1\] a constant function, not exponential
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so is it true or false?
true because it says "NOT and exponential function'
wait so why is it true?
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