Kaitlyn's penny bank is 1/5 full. After she adds 520 pennies, it is 7/10 full. How many pennies can Kaitlyn's bank hold?
1/5 = 20%
7/10= 70%
what do you think?
This is the worst thing in the world for me lol is it 720? @beccaboo333
I wonder if @SolomonZelman could set it up lol
I don't know how to set it up to solve it, fractions and percentages are my enemy
Ok, so lets recall the question Kaitlyn's penny bank is 1/5 full. After she adds 520 pennies, it is 7/10 full. How many pennies can Kaitlyn's bank hold? \[so~~~~~\frac{1}{5}x+520=\frac{7}{10}x\]\[\frac{2}{10}x+520=\frac{7}{10}x\]\[520=\frac{5}{10}x\]\[520=1/2x\] So we see that 520 pennies is a half of the bank, so the full bank would be 1040
How does 7/10 go to 5/10? Like what chaanged it to that?
i was right @HaileyHeyDo when i said 1040 before and deleted lol
@beccaboo333 thank you!
dont forget to thank @SolomonZelman
I forgot to tag him! @SolomonZelman
Anytime guys!
\(\huge\color{yellow}{\huge {\bbox[5pt,magenta,border:2px solid blue]{~•~~‿~•~}}}\)
I have another one but when I answered it with what I thought for sure was right it was wrong. :( A water container is 3/8 full. After pouring 6 gallons of water in it, it's 3/4 full. How many gallons can it hold? I thought it was 12?
@SolomonZelman
Yes?
Can you tell me where I went wrong on that one above? I just typed it @SolomonZelman
is it 8?
Do you see how I did it before with the previous question? Do this one the same exact way, I'll help you make the equation, \[\huge\color{red}{\frac{3}{8}x+6=\frac{3}{4}x}\]
and yes 8 is right, I got disconnected right before posting a reply again...
just refer to @beccaboo333 she is very intelligent
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