The number of miles driven is proportional to the gallons of gasoline used. The graph shows this relationship. What is the unit rate for miles driven per gallon? https://static.k12.com/calms_media/media/1557000_1557500/1557381/1/da9734f28a581ce50cecff9100786333d06bd25c/MS_IMB-1401029-190410.jpg I'm thinking 7 again.
Unit Rate. The unit is "1 gallon" 38 miles on 4 gallons. 19 miles on 2 gallons. ??
So 7 miles on 1 gallon?
Δy/Δx=(35-7)/(5-1)=28/4=7 ?
To find the unit rate you can divide... \(\Large{38 \div4 = miles~per~gallon}\)
9.5?
Correct ^^ So the ratio would be \(\Large\color{red}{1:9.5}\)
Or it can be....\(\Large\color{red}{1:9\frac{ 1 }{ 2 }}\)
=(35-7)/(5-1)= Where did ANY of these numbers come from?
^^ I was subtracting to find the ratio. But tkhunny, do you think blackghost is right?
Subtracting what? There are no such values on your chart. Yes, blackghost is right. Take my little test one more step and you will see the same result.
So what number would I put in the box? 9:5 ?
Incorrect. I put up on how the ratio would look.... \(\Large\color{red}{1:9.5}\) or \(\Large\color{red}{1:9\frac{ 1 }{ 2 }}\)...
Had you written \(\dfrac{38-0}{4-0}\), I would not be asking questions. Are we looking at the same chart?
This is the chart for this question. https://static.k12.com/calms_media/media/1557000_1557500/1557381/1/da9734f28a581ce50cecff9100786333d06bd25c/MS_IMB-1401029-190410.jpg
Then it says What is the unit rate for miles driven per gallon? Then there's a box that I have to fill in and after the box it says mi/gal.
Oooo then just put \(\Large\color{red}{9.5}\) since it says mi/gal that means miles per gallon...
Oh ok. Thanks! But I'm not sure who to upvote. ;-; Both of you helped.
Choose who you think gave the best explanation ^^ byeeee....
Join our real-time social learning platform and learn together with your friends!