Algebra II Help: What is the average rate of change for the sequence shown below? *Graph included* A) -2 B) -1/2 C) 1 D) 2
@jdoe0001
@Directrix
looks like 1 unit rate that's line and the average rate is the slope
I still don't understand how it's one.
take two points and do change in y/ change is x like you do with finding the slope any two point will do
Hmm. Okay. Thank you(: Mind helping with 2 more please.
I'd really appreciate it.
let's see
\[\sum_{i=3}^{10}-5i+2=\sum_{3}^{10}-5i+\sum_{i=3}^{10}2=(-5\sum_{3}^{10}i)+2\times10 -4\]
for the \[\sum_{3}^{10}i=3+4+5+6+7+8+9+10\]
I'm following so far.
which is 52 then multiply that by -5 so we get \[-5\times 52 +20-4\]
-244?
But that isn't one of the choices. . .
hmm let me see i guess i made some error
222 240 255 -355 Those are my choices
I'm guessing it would be -355, because that is the only one with a negative number. But I could be incorrect.
hmm I'm sure what i did is correct!
I'll just skip that. Could you help me with another problem please?
hmm let's see the traditional way \[ \sum_{3)^{10} -5i+2 =-5(3)+2-5(4)+2-5(5)+2-5(6)+2-5(7)+2-5(8)+2-5(9)+2-5(10)+2\]
ok quick i gotta go
Okay. Thank you.
that easy just plug in the points that are on the graph into all of those equations and check which is true like point 1,1 do 1=1(2)^0=1 so good point 2,2 2=1(2)^2-1=1(2)=2 good check all the point and do the same for other formulas
an is always the y component for the third point 4=1(2)^2=4 again good
alright gotta leave
seems to me the first is the one that works
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