Could anyone help me find the domain and range of this equation please?
You mean, \[y=\frac{4}{6 x}+2\] or \[y=\frac{4}{6(x+2)}\] ?
Or \[y=(4/6)^{x-1}+2\]?
Ok, then the domain, of an exponential function, is easy, because it has all reals. There is no x where this function has problems. The function can be calculated for all x in reals.
y=4(1/6)^(x−1)+2 domain includes values x can take so the domain is -inf to +inf range is 2 to infinity
Sorry . You can check it here in this graph, http://www.wolframalpha.com/input/?i=Plot%5B4*%281%2F6%29%5E%28x-1%29%2B2%2C%7Bx%2C-2%2C2%7D%5D
\[D=\mathbb{R}\] \[R=(2,\infty]\]
Because the function tries to approach 2, but never reach this value.
\[R=(2,\infty)\] There must be a parenthesis at the right.
@John_ES Awesome thanks so much, have a great night!
Join our real-time social learning platform and learn together with your friends!