Question

Find the domain of the exponential function f(x) = (1/3)x.
A. Any real numbers
B. Positive real numbers
C. Negative real numbers
D. Non-zero real numbers


Find the domain of the exponential function f(x) = -2(3)x.
A. Any real numbers
B. Positive real numbers
C. Negative real numbers
D. Non-zero real numbers

Answer 1

ummm so are the two functions supposed to be
e^.3333x and
e^-6x
???

Answer 2

not sure

Answer 3

well the exponential function is y = e^x... so I am not sure exactly what those are

Answer 4

any real numbers.

Answer 5

@dasDaName Once again, these aren't exponential functions! Are you sure you wrote down the questions correctly? Maybe you forgot to write exponents...

Answer 6

it might be (1/3)^x

Answer 7

Maybe.

Answer 8

yes technofable,

Answer 9

i thought writing an X without the '^' power was okay, nvm its (1/3)^x

Answer 10

s its

Find the domain of the exponential function f(x) = (1/3)^x.

Find the domain of the exponential function f(x) = -2(3)^x

Answer 11

first one should be all positive numbers. u could just plug any number in the exponent and verify it. i'm not sure what the second one says though.

Answer 12

is it \[2\times3^x\]?

Answer 13

second one yes, but -2*3^x

Answer 14

then it should be all negative real

Answer 15

thanks technfable