Can someone check my answers
What is it?
Let me find someone to help you @igivemedalsandfollow! @nincompoop @Preetha
Posting your question first will get you help faster...
"check my answers and if wrong give me the right ones" that might be against code of conduct
We can not give him the correct answers, however we would have to guide him.
Lets not spam this post guys :D
@nincompoop This user wants QH Help, where are you?
@amistre64
@nincompoop Where are you? If we help him, he just wasted his money >_>
@QualifiedHelper please be patient.
i mean hes right when are they anwering in a hour or 4
Ok, @igivemedalsandfollow! what did you get for the slope for the values they gave you in this question?
Well 30.40 divided by two is 15.2 60.80 divided by four is 15.2 76 divided by 5 is 15.2 And 121.60 divided by 8 is 15.2 So the only relationship I see is 15.2
You can take any two points: \(\sf (2, 30.4)\) and \(\sf (4, 60.8)\) Slope formula = \(\sf \Large\frac{y_2-y_1}{x_2-x_1}\)
btw i just have 15.2 rn the other one not no morer
Correct! And that is the slope for Relationship B. And they said that Relationship A has a greater rate. Rate means slope. So which answer choices are greater than 15.2 ?
all
Not all of them are greater than 15.2 Is \(\sf 14.9 > 15.2\) ? Is \(\sf 15.2 > 15.2\) ? Is \(\sf 15.4 > 15.2 \) ? Is \(\sf 15.6 > 15.2\) ?
There are only two answers choices that are greater than 15.2
so just 15.2?
and 15.4 ?
15.4 is correct, but 15.2 is wrong.
oh really
\(\sf \Huge 15.2 > 15.2~\color{red}{WRONG!}\) If however, it was \(\sf\Huge 15.2 \ge 15.2~\color{green}{Correct}\) but that isn't the case.
oh
So what would be the other correct answer? There are two, you already got one of them and that is 15.4 What other answer choice is greater than 15.2?
16.4
Exactly! So C and D are your correct answers.
So you were half-way correct. Great job :)
thank u at least u helped and i payed a dollar and no qualified help
$2 dollars*
yea lol can u help with 3 more pls
Go ahead, ask away. :)
i think its d
@QualifiedHelper
Calculate the slope of the points: \(\sf (4,3)\) and \(\sf (8,6)\)
wym
Calculate the slope of those two points: \(\sf\Large\frac{y_2-y_1}{x_2-x_1}\) where the two points are \(\sf (x_1,y_1)\) and \(\sf (x_2,y_2)\)
1 and 2
Plug in the numbers and simplify it: \(\sf\Large\frac{6-3}{8-4}\)
3/4
Correct.
Now, it says that Relationship B has a GREATER RATE. That means it has a larger slope. So the slope for relationship B is larger than 3/4 or .75
So now we have to find the slope of each answer choice. Which ever answer choice has a larger slope is our final answer.
Been 20 minutes, @Nincompoop still not here. smh.
ik and is it b
No, B is wrong.
For example, let me show you what I mean.
Lets pick A. A has a table like all the other answers. So we need to take two points from the table and find the slope of it.
ok and it waesnt d aither right
wait from wat u say c would have a greater slope
The points from choice A is \(\sf (2,1.2)\) and \(\sf (5,3)\) Using the slope formula, you get: \(\sf\Large\frac{3-1.2}{5-2}\) Simplify that, what do you get?
ik that the bottom would be 3 but the top 2 3/4 i think idk
|dw:1431578396836:dw| What is 10-2=? I carried over 1 from the 3 and made that 2 so we can do this subtraction.
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