Question

flvs 11th grade algebra 2 help Rational Expressions

Answer 1

@Luigi0210 @tHe_FiZiCx99
I answerd this question already can you check it if im wrong can you correct me

Answer 2

I think you're correct.

Answer 3

k anyone else want to check it i have another question

Answer 4

Nope, do you know what a geometric sequence is?

Fizzy >_>

Answer 5

Sequences of numbers that follow a pattern of multiplying a fixed number from one term to the next

Answer 6

so im wrong

Answer 7

My logic is your ratio is positive and your first term is 2, it would be equal to 2 and greater than 2 >.< Luigi correct me >_<

Answer 8

All real numbers include decimals and pi etc. Your ratio is even >.>

Answer 9

Unless I have my terminology messed up <,<

Answer 10

i think im correct but if @Luigi0210 sasys something aint rigth explain me why

Answer 11

so i can understand it better for next time

Answer 12

@Luigi0210 you there?

Answer 13

He said his chrome crashed and isn't loading the question :<

Answer 14

ohh :(

Answer 15

@tester is beast ;* you go boo! I believe in you... verify my answer >.>

Answer 16

@tester97 can you help me and @tHe_FiZiCx99 to see if the correct answer is d

Answer 17

Help me? Pshh, I'm pretty sure it's right >.>

Answer 18

You are given the initial value \[a _{1} = 2\]which means \[n=1 \rightarrow a _{1} = 2\]
So n can also be equal to 1.

Answer 19

i think ill go with d can you help me with anther

Answer 20

Jesus Christ is it c now lol

Answer 21

Luigi you confused me o_o @tkhunny can verify your answer. That n ≥ 0 is throwing me off...

Answer 22

no the o cant be

Answer 23

we cant have a sub o

Answer 24

I'm thinking about Geometric series, maybe that's why I'm mistaken

Answer 25

this is geometric

Answer 26

Series

Answer 27

The general formula for geometric progression (series) is \[a _{n} = a r ^{n-1}\]\[r \neq 0, n \ge 1\]

Answer 28

are you saying its c?

Answer 29

Yes.

Answer 30

I'm think about Sn

Answer 31

i think lyrae is correct

Answer 32

can we go over another?

Answer 33

Oh wait, the notation in Sn is (1-n), n was the number of terms. I assumed it might of been greater than or equal

Answer 34

@tHe_FiZiCx99 @Lyrae can we go oe rthe other one?

Answer 35

As for your first problem I'd say go with n ≥ 1, I have to get off, it's already 2:10 for me :) If I can get on later I'd be happy to help you

Answer 36

okay thanks @Lyrae can you hlp me answer this questions?

Answer 37

@Lyrae u there?