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what does it mean when the questions asks for the domain?

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I learned that when you multiply exponents that you are really adding them and I also learned what a power fu
nction is

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I am confused on how to find compositions of functions and when it asks for the domain

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I am confused on how to find compositions of functions and when it asks for the domain

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I learned when you add a like term, you don't add the exponents and I also learned how to subtract functions

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I learned when you add a like term, you don't add the exponents and I also learned how to subtract functions

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i learned what a composition is and how to plug in equations and integers as well as how to add and subtract functions

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what does the "domain" mean? how should it be written?
how should the answers be written?

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1. finding compositions of functions
2. adding and subtracting functions

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1. how do you find the domain of functions?
2. will we need to know how to solve multi-step problems?

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1. Power Functions y = ax^b
2. operations on functions

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1. how to find the domain of of the functions
2. the circle diagram on page 430

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How Does order of operations work for stuff like this?

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I learned that a Power Function= y=ax^2 and what the Composition of a Function was along with learning how to solve problems like this; g(f(3)

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I learned how to add/ sub/ div/ mult rationales!

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I learned how to add/ sub/ div/ mult rationales!

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I learned How to divide! Yay!

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1. How do you find the domain?
2. How do you solve f(g(x) given what f(x) equals and what g(x) equals

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how do you do the composite domains

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How to add and subtract the functions