2.Hakob Antonyan was having students graph and explain asymptotes, which are lines that continually approach a curve but do not meet it. 3.The asymptotes of this hyperbola are the x and y coordinate axes. 4.The paper probes into the relation between functional differentiability and the derivati...
Answer to: Starting with the graph of y = e^x , find the equation of the graph that results from a. reflecting about the line y=4. b...
(a) Using a zories of transformations, sketch the grapli of f(x)=1+e−10 State the domain and range of f In interval notation, along with the equation of any asymptotes. (b) Write f(x) in the form f(x)=1+AeBx. Determine ...
The graph of a function can be drawn with the help of their derivatives, intercepts, asymptotes and their behaviour at the infinity. Answer and Explanation: Become a Study.com member to unlock this answer! Create your account View this answer We have the curve {eq}e^{-x}-1 {/eq}...
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A continuous function is a type of function whose graph does not contain any breaks or gaps. The function exists in the provided domain and forms a continuous curve. We can find the interval of a continuous function by equating the denominator to 0, which provi...
One of the most common forms of activation function is the sigmoid which is a monotonically increasing function that asymptotes at some nite value as 1 is function f (axp)p=roa1c=h(e1d+. Tehxe)maonsdt common examples hyperbolic tangent are the f(x) = standard logistic tanh(x) shown ...
Hene the graph of f(X)=ex1+ex is as shown Also let f(X)=ex1+ex^(2)−21+exexex1+exa4=0 or ex=1 or x=0 which is point of inflection Thus x =0 is the inflection point and f is bounded in (0,1) There is no maxima and f has two asymptotes ...
Graph of an Exponential Function: Some of the features we can use to graph an exponential function or determine its graph are its intercepts and asymptotes. To determine the horizontal asymptote of an exponential function, we can determine either its limit at infinity or ...
Each function is undefined atθ=0because of division by zero. On each graph, the black dot represents the "hole" whereθ=0, the first at0,1; and the second, at0,0. However, the graphs also show that nearθ=0each function is defined, and from thes...