The first part of the f(x) is defined only when x + 1 > or = 0 meaning X > or = -1. ( the second part is always defined for all values of X.).. So the domain of f(X) is all X > or = -1.Upvote • 0 Downvote Add comment ...
To find its domain: -x + 8 ≥ 0 8 ≥ x (or) x ≤ 8 So the domain of the resultant function = {x : x ≤ 8} Now, the domain of f of g of x OR f(g(x)) = R ∩ {x : x ≤ 8} = {x : x ≤ 8} Answer: The domain of f(g(x)) = (-∞, 8] Example 3: ...
Step 2 values that were not in the domain are still not in the domain. Example: finding the quotient of two functions 1.find (f/g)(x) and state the restrictions on the domain if f(x) = (x+4)(x-7) and g(x) = 2(x +4) Step 1: Divide one function by the other to get...
Device(config-sip-ua)# mwi-server ipv6 2001:DB8::/48 peer-tag 3 • dns: host-name—Host device housing the domain name server that resolves the name of the voice-mail server. The argument should contain the complete hostname to be associated with the target address; for example, dns...
The local maximum is a point within an interval at which the function has a maximum value. The absolute maxima is also called the global maxima and is the point across the entire domain of the given function, which gives the maximum value of the function. What Are the Uses of Local Maxim...
"managed by" attribute of computer object "Mutual authentication failed. The server's password is out of date at the domain controller." "New Trust" and "Remove" option greyed out on Windows Server 2012 R2 "RPC Server Unavailable" while attempting to Join domain "Some of the object names...
(We are currently working on adding the yroots package to The Python Package Index) Usage #imports import numpy as np import yroots as yr #define the functions -- must be smooth on the domain and vectorized f = lambda x,y : np.sin(x*y) + x*np.log(y+3) - x**2 + 1/(y-4...
This is a simple implementation of the operation described in #26162 (comment). This is essentially a simplified version of a cylindrical algebraic decomposition but with one major restriction which is that it is only for strict inequali...
Whether or not they are viable, useful tools requires a bit of trial and error that I'm hoping to avoid by posting to the knowledgable users of this forum.So, has anyone had personal success at culling old headers, and if so, what tool did you find the most useful?
Currently, SymPy can't find the critical points, and therefore the maximum, of diff(diff(sin(exp(x))) via the maximum method, even though a relatively trivial maximum exists for this function as shown by plotting the function. This should be supported. In [89]: d=diff(diff(sin(exp(x...