HELP!
Ahmad's gas tank is
310
full. After he buys
7
gallons of gas, it is
45
full. How many gallons can Ahmad's tank hold?
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OpenStudy (flvskidd):
@agent0smith
OpenStudy (flvskidd):
@PartyShotz2409
OpenStudy (flvskidd):
@foreverjb
OpenStudy (flvskidd):
@ProdigyNation55
OpenStudy (flvskidd):
@phi
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OpenStudy (flvskidd):
@radar
OpenStudy (agent0smith):
Screenshot.
OpenStudy (muscrat1233):
can you attach a screenshot of the question?
OpenStudy (flvskidd):
yes sry
OpenStudy (muscrat1233):
lol its fine
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OpenStudy (flvskidd):
the question changed but its the same idea
OpenStudy (muscrat1233):
lol okay
OpenStudy (muscrat1233):
okay so what you want to do is make it so that the two fractions have the same denominator
OpenStudy (muscrat1233):
so what you can do is make 1/2 into 5/10
OpenStudy (muscrat1233):
so the container is 8/10 full, or 80% full
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OpenStudy (flvskidd):
I made it 5/10 how can i tell how many gallons
OpenStudy (flvskidd):
@muscrat1233
OpenStudy (muscrat1233):
im working it hang on
OpenStudy (peachpi):
If x is tank volume in gallons
\[\frac{3}{10}x+5=\frac{1}{2}x\]
OpenStudy (flvskidd):
sry i dont get it
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OpenStudy (flvskidd):
thx though
OpenStudy (agent0smith):
It went from 3/10 full, to 5/10 full (since 1/2 is 5/10)
Which means they added 2/10 of water.
They also told you that the 2/10 ths they added was 5 gallons. So if x is the total tank size, then\[\large \frac{ 2 }{ 10 } x = 5\]