Asked by |-/
1.) Describe the relationship of input and output values for composite functions.
2.) Explain how you know if a radical expression is in simplest form.
3.) How can you tell if radicals are like radicals?
2.) Explain how you know if a radical expression is in simplest form.
3.) How can you tell if radicals are like radicals?
Answers
Answered by
Anonymous
cute...707 seen this no one answered. dont u just love this
Answered by
Hailey
1,716 now lol. Were all just lazy lol :D
Answered by
Anonymous
1. The composition of the function f(x) and g(x) is defined as (f*g)(x)=f[g(x)]. Which means that the output for g(x) is the input for f(x)
Answered by
fartie
i hate this school
Answered by
Anonymous
this school sucks
Answered by
Anonymous
sucks
Answered by
anonymous 2.0
2) You will know when you dont have a radical in the denominator
3) if the index and radicad of two or more are the same its a like radical.
3) if the index and radicad of two or more are the same its a like radical.
Answered by
obamahunter
Kid named this school: ._.
Answered by
:)
Laziness is a concept society created to pump out more workers. Lol I'd just say we're using our resources to pass. Literally no shame in that gang.
Answered by
Some Fangirl
I just want to pass math so I can finally be free from school x-x
Answered by
muah
i appreciate u guys so much omg
Answered by
Depressed
I love this site. Thank you for helping me pass math ðŸ˜
Answered by
256256256256
gaming
Answered by
me
connections academy sucks
Answered by
L
only a few people answered the question so here
1) The function for f(x) and g(x) is defined as (f*g)(x)=f(g(x)). When looking at input and output, that means f(x) is the input for g(x)'s output.
2) There is no radical int he denominator when a radical expression is in simplest form.
3) When two radicals have the same index and radicand they are like radicals.
1) The function for f(x) and g(x) is defined as (f*g)(x)=f(g(x)). When looking at input and output, that means f(x) is the input for g(x)'s output.
2) There is no radical int he denominator when a radical expression is in simplest form.
3) When two radicals have the same index and radicand they are like radicals.
Answered by
I hate Algebra 2
For the Unit 2 Lesson 10 Radical Functions and Rational Exponents Unit Test:
11. Describe the relationship of input and output values for composite functions. (2 points)
The composition of the functions f(x) and g(x) is defined as (f∘g)(x)=f(g(x)).
(f∘g)(x)=f(g(x))means that the output of the function g(x) is the input of the function f(x).
12. Explain how you know if a radical expression is in simplest form. (2 points)
You know that the radical is in the simplest expression form if there are not squares or cubed roots in the radical. If there is then it can be simplified more. When the radical can no longer be simplified then it is in the simplest form.
13. How can you tell if radicals are like radicals? (2 points)
Like radicals have a similar root (square root, cubed root, and so on.) and a similar articulation under the extreme sign (or numbers whose force is the equivalent). So as to decide whether two radicals resemble, streamline both, and afterward check both the root and the articulation under the extreme sign.
I got the answers from a Quizlet called Algebra 2 B Unit 2: Radical Functions and Rational Exponents.
11. Describe the relationship of input and output values for composite functions. (2 points)
The composition of the functions f(x) and g(x) is defined as (f∘g)(x)=f(g(x)).
(f∘g)(x)=f(g(x))means that the output of the function g(x) is the input of the function f(x).
12. Explain how you know if a radical expression is in simplest form. (2 points)
You know that the radical is in the simplest expression form if there are not squares or cubed roots in the radical. If there is then it can be simplified more. When the radical can no longer be simplified then it is in the simplest form.
13. How can you tell if radicals are like radicals? (2 points)
Like radicals have a similar root (square root, cubed root, and so on.) and a similar articulation under the extreme sign (or numbers whose force is the equivalent). So as to decide whether two radicals resemble, streamline both, and afterward check both the root and the articulation under the extreme sign.
I got the answers from a Quizlet called Algebra 2 B Unit 2: Radical Functions and Rational Exponents.
Answered by
Random sophomore
@:) straight facts, ily
Answered by
Random
I love the anti school energy
Answered by
fruckconnections
appreciate how everyone here hates connections ac
Answered by
bruh
i hate my math teacher at connections ac
Answered by
senioritishelpme
to all the people posting quiz answers: i owe you my graduation
Answered by
GvySecs
Ugh ugh ugh
Answered by
Dfehubr is going back on the road again
Give me a call if you need guaquil
Answered by
PD
Just so y'all know, your math teachers will catch you for cheating if you copy/paste from here. Do your own math work, this question isn't even difficult.
Answered by
weirdo
@PD why are you here then- y’all be so set on people catching us cheating and here you are on the website we’re cheating from 💀💀
ps: your name stands for piss dog
ps: your name stands for piss dog
Answered by
A girl who hates connections
To everyone reading this, I hope you pass math too. This school is garbage, and literally the teachers don’t do anything! Idk if it’s the same state for us all, but Tennessee’s is a whole new level of horrible. Good luck to everyone, and hopefully this school year goes quickly…ðŸ˜
Answered by
Tablesaur
I remember liking math much younger...
Now that I'm doing connections again, I despise math more each lesson I do :'D
also thank you for the first answer
Now that I'm doing connections again, I despise math more each lesson I do :'D
also thank you for the first answer
Answered by
jamai
nah this is crazy, i didn't know this many ppl went to connections. thanks for the answers lol
Answered by
catgirl wizard
i don't understand how people are expected to not cheat at this. they load you up with so much work theres no way to actually read all of the material
Answered by
.
I agree @catgirl wizard they literally have us learning something new everyday, like tf, how are we supposed to remember this crap. Smh.
Answered by
VOVIK ARCHPRIEST
im so behind in math and I feel like im getting dumber with how much stuff they assign that i can't retain in my brain
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