#need help

118 messages · Page 1 of 1 (latest)

calm nimbus
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Struggling with a worded question

manic anvilBOT
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  1. Wait patiently for a helper to come along.
  2. Once someone helps you, say thank you and close the thread with: ```diff
    +close
calm nimbus
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@hybrid tapir 😄

hybrid tapir
calm nimbus
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Neither

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Teacher isn’t getting back to me on this

hybrid tapir
clever flint
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It's asking us for how much water, in litres is left in the barrel

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it also states that the amount of water left in the barrel at the end is equal to a fraction of the capacity of a bottle

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the answer is 0.5 litres

calm nimbus
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But I have to find this out using fractions?

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Do I just use 26/1.5=x+0.5

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It does make use of fractions but, it also uses decimal points. The question says I “can’t use decimal number expressions”

clever flint
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you can;t use it in ur solution

calm nimbus
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Hmmm

clever flint
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0.5l is what you are trying to work towards

calm nimbus
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It’s easy to get the answer but I can’t figure out how to explain it using fractions

clever flint
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well id say u have to use logic

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26/3/2 = x

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x=52/3

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the number of times 3 can be divided into 52 is 17

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so there are 17 people

calm nimbus
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17.333

sinful burrow
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@calm nimbus basically have to answer many 3/2 can you fit in 26. And what fraction of the bottle is the water that remains.

clever flint
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yes but you wouldn;t say there are 17.333 people

calm nimbus
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Would it be okay to round it?

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Would that not affect the outcome?

clever flint
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not in this case

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it's the amount of times 1 bottle is completely filled

calm nimbus
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Forgot about that

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Right

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Fuck how would I write that

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In an equation format

clever flint
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you would solve for number of times the bottle was completely filled then find out how much water was left. x = number of times bottle was filled, y= leftover water. x=52/3, y= 52/3x

hybrid tapir
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if I understand correctly then the working should be like this:
26/(3/2) = 52/3 ≈ 17 hikers
26-17×(3/2) = 1/2 litres (water left in barrel)

calm nimbus
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26x2/3 = 52/3 = 17+1/3 rounded to 17
17x1.5=25.5, 25.5-26= 1/52 of water left

clever flint
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26-25.5

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not 25.5-26

sinful burrow
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Wait wut

calm nimbus
# clever flint 26-25.5

They both mean the same thing, you can take the negative and turn it to a positive for the sake of the equation

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I can rewrite it like that though yes

hybrid tapir
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26-25.5=1/2 not 1/52

clever flint
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you wouldn't say I have negative 0.5l

sinful burrow
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@calm nimbus it is 1/3 of the bottle therefore 1/3*3/2=1/2

calm nimbus
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Yeah my bad

calm nimbus
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Even still, I can’t use any decimals

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So I’m good up until 17x1.5

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17 x 3/2 = 51/52?

sinful burrow
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You have to interpret what you write 17 +1/3 means 17 whole bottles + 1/3 of a bottle

calm nimbus
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Yeah

calm nimbus
clever flint
calm nimbus
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Aaaaaaaaaa

clever flint
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17 times 3 divided by 2

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from left to right

calm nimbus
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17 x 3 over 2, meaning 1.5

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But as a fraction

hybrid tapir
calm nimbus
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Oh that’s good

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Alright

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I have one more question on this assignment

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Also worded

sinful burrow
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@calm nimbus What was you answer to that (just to make sure)

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I mean the previous problem

calm nimbus
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26 x 2/3 = 52/3 = 17+1/3 rounded to 17.
17 x 3/2 = 51/52
51/2 where 2 is equal to 1 litre.
The remaining water is equal to half a litre.

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@sinful burrow

clever flint
dense mangoBOT
clever flint
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136000 = x + 3x/5 + (3x/5)^2 + (3x/5)^3

sinful burrow
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@calm nimbus Ok that is right but from 26/(3/2)=52/3=17+1/3 you can straight up say 17 whole bottles where filled and 1/3 of a bottle remains. So 1/3 of a bottle=1/3*(3/2)=1/2 litres

clever flint
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for your answer

calm nimbus
calm nimbus
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Thank you all

clever flint
ripe swanBOT
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@calm nimbus has given 1 rep to @clever flint

clever flint
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but it is the equation

calm nimbus
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One sec

calm nimbus
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Are you sure?

clever flint
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It works

calm nimbus
clever flint
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oh god

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my bad

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I see my mistake

calm nimbus
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Ur allg

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What was it?

clever flint
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I wrote plus 5 it should of been over 5

calm nimbus
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Oh haha

clever flint
calm nimbus
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Was it the +5 on both examples?

clever flint
calm nimbus
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I see, thank you

calm nimbus
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@clever flint

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Any idea why it’s not working? Have I written something wrong but don’t see it?

clever flint
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the website you're using might not be able solve questions like these

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both these websites arrive at the correct answer

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I can't show you how to solve it because I haven't learnt how to solve these types of equations

calm nimbus
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Ah, right

clever flint
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maybe just wait for someone to help

calm nimbus
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Yeah I’ll make a new post

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Thanks tho

clever flint
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alright

calm nimbus
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+close