Is C the answer you think or is it one that you crossed out?
Astro:
The one i crossed out.
FexrlessRxby:
So which do you think it is?
Or are you not sure?
Astro:
So i know the rate of change for the first one is .78
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Astro:
and the rate of change for the second is 1.14
Astro:
I'm not sure about the last one
FexrlessRxby:
Well, you already know the rate of change for the first two, so you can set those aside.
Astro:
Yes, so how would I figure it out for the last one?
FexrlessRxby:
Which do you think it is, first of all.
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FexrlessRxby:
Well, what I'm thinking is that the rate of change for letter D isn't going to be a decimal.
Astro:
Okay, But how would I calculate the rate of change for it?
FexrlessRxby:
I don't fully know, I'm sorry.
Florisalreadytaken:
@astro wrote:
Okay, But how would I calculate the rate of change for it?
linear functions -- \( y=k\times x+n \)
where k is the change
Astro:
I'm still confused. sorry
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Florisalreadytaken:
B) would be an example -- what is the rate of change for B)?
Astro:
1.14?
Florisalreadytaken:
keep it as a fraction
@snowflake0531 finish this please -- i dont have much time
Astro:
So would it just be 8/7
snowflake0531:
@astro wrote:
So would it just be 8/7
yea B's rate of change is 8/7
can you find D's?
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Astro:
I'm still not sure how
snowflake0531:
7x+8y=56
Can you first isolate y on one side?
snowflake0531:
Like, subtract 7x on both sides...
Astro:
Wait would the slope just be the rate of change?
snowflake0531:
yes
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Astro:
So wouldn't it be -7/8 or 7/8
snowflake0531:
Yes -7/8
snowflake0531:
So now find the rate of change for A, the table
Use the slope formula \[ \frac{ y_{2} - y_{1} }{ x_{2}-x_{1} }\]
where you have (1,0.78) and (2,1.56) as \((x_{2},y_{2})~and~(x_{1}-y_{1})\)
Astro:
It's .78 isn't it?
snowflake0531:
yes
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