Let h(x) - log2(-3) +1. a. Find the domain of h(x). b. Find the z-intercept of the graph of h(x). c. Find the vertical asymptote of the graph of h(z) d. Sketch the graph of the logarithmic function

Consider the following exponential function: f(t) = 20(2¬0.41) – 10 e the equation of the asymptote. e the mathematical domain and range in interval notation. exponential function models the temperature of water, f(t) initially at 10C, placed in an ice cube tray in a freezer at -10C after t hours have passed. According to this model, in how many he water to start to freeze (Temperature reaches to 0C)? Clearly show the application of the One to One Property of Exponentiation in finding this answer.

1. Graph the function y-2. Define the domain and range of the function y. 2. Graph the function Y=log₂X. Define the domain and range of the function Y.

f(x) is [ a logarithmic or an exponential] with a [horizontal or vertical] asymptote  [x=... or y=...] [number] range is [increasing or decreasing]  range is... domain is... left side is as [x-> 2 (from the right) or x-> ♾] [y->2 or y-> ♾], and the end side is as [x-> ♾ or x-> 2 (from left)] [y-> ♾ or y->2]   inside [ ] are the drop box options