Time Zone with City Name: Eastern time New York CityNumber of Questions: not sur

Time Zone with City Name: Eastern time New York CityNumber of Questions: not sureNature of Questions (MCQ / Subjective / Short Answer): MCQNumber of Attempts: only 1. after 1 hr the time slot is closed.Time Range in will test will remain open (Are we free to take test any time): from 1-6pm Duration of Test (Total Time to complete Test): 1 hr Nature of Answers (if floating digits then up to how many decimal places if numeral): not sureName the topic of Test /Quiz / Assignment: attatched filesDo you have any Sample Questions/Lecture Notes/reference Material? yesPhone Number with Country Code: 2126712661; United States of AmericaWill you send questions through email or will you send login details:- Login: 268452729
Password: cutecutie12Link to reach test: junoed.com
Topics (but not limited by the following list):Know how to find the domain of any function (linear quadratic rational irrational log power etc)
Know how to find the range of certain functions with or without restricted domain (quadratic ax+b/x etc)
Know how to find the domain (intersection) and range (union) of combined functions
Know how to find the domain of composition of functions f(g(x)) (the range of g(x) is the domain of f(x))
Know how to set up a function based on a word problem
Proofs of functions (properties of certain functions)
Know how to determine and prove a function/a composition of functions is even or odd (theorems proven in class) increasing or decreasing (table)
Know how to find the max/min of a function with or without restricted domain (quadratic ax+b/x etc) Topics (but not limited by the following list):Know how to find the domain of any function (linear quadratic rational irrational log power etc)
Know how to find the range of certain functions with or without restricted domain (quadratic ax+b/x etc)
Know how to find the domain (intersection) and range (union) of combined functions
Know how to find the domain of composition of functions f(g(x)) (the range of g(x) is the domain of f(x))
Know how to set up a function based on a word problem
Proofs of functions (properties of certain functions)
Know how to determine and prove a function/a composition of functions is even or odd (theorems proven in class) increasing or decreasing (table)
Know how to find the max/min of a function with or without restricted domain (quadratic ax+b/x etc)
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