is 25% the same thing as 1/4

yes! think about it like this, 25 cents is 1/4 of a dollar. because 25+25+25+25= 100, or 25x4= 100! <3

I am dreadfully confused... Does anyone know a simpler way of doing this?

Equivalent rates can be used to compare different sets of quantities that have the same value. A rate that compares a quantity to one is called a unit rate. The unit rate has a denominator equal to one when written as a fraction. Unit rates can be used to find larger equivalent rates.

how is 8 larger than 8 1/3?

I have to say... the problem is a little vague with it's wording. They seem to be ordering the tanks based on the number of fish in the tank, but doing it by looking at the rates: liters of water per fish. In this situation, the more water needed for 1 fish means the fewer fish you can put in that tank. Thus: 8 1/3 liters / fish has more water than 8 liters / fish. Thus there are fewer fish in the tank with the 8 1/3 liters / fish. Hope this helps.

Does it matter which order you write it in?

Yes it does because writing the rate backwards changes the value of the rate.

When Sal divided 100/12, how did he get 8 1/3?

So 12 times 8 would be equal to a total of 96. It can’t be any larger, or it wouldn’t fit in the amount of 100. The remainder that you get after that would be 4. However, since the denominator is 12, you would get 4/12, which is equal to 1/3. That gives you 8 1/3.

sal i think you make these to hard!

just keep on practicing and you'll get a 'goal'* in life *sorry bad pun i just saw your name was soccermaniac#1⚽ couldn't resist.

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6th grade

Course: 6th grade > Unit 3

Lesson 1: Intro to rates

Comparing rates example

Name: Comparing rates example
Uploaded: 2015-08-08T21:12:40Z
Description: A conservationist thinks that squirrels exhibit higher aggression rates when crowded together. To test this, they compare three parks with different squirrel populations and areas. By calculating squirrels per hectare, they find Park C to be the most crowded, followed by Park B and Park A. The conservationist expects the highest aggression rate in Park C due to its crowdedness.

CCSS.Math:

A conservationist thinks that squirrels exhibit higher aggression rates when crowded together. To test this, they compare three parks with different squirrel populations and areas. By calculating squirrels per hectare, they find Park C to be the most crowded, followed by Park B and Park A. The conservationist expects the highest aggression rate in Park C due to its crowdedness.

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Ravi Buragapu
Posted 6 years ago. Direct link to Ravi Buragapu's post “is 25% the same thing as ...”
is 25% the same thing as 1/4
Button navigates to signup pageComment on Ravi Buragapu's post “is 25% the same thing as ...”
(41 votes)
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- Cathy :)
  Posted 2 years ago. Direct link to Cathy :)'s post “yes! think about it like ...”
  yes! think about it like this, 25 cents is 1/4 of a dollar. because 25+25+25+25= 100, or 25x4= 100! <3
  Comment on Cathy :)'s post “yes! think about it like ...”
  (16 votes)
Rowan D
Posted 6 years ago. Direct link to Rowan D's post “I am dreadfully confused....”
I am dreadfully confused... Does anyone know a simpler way of doing this?
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(29 votes)
Answer
- southside joji
  Posted 3 years ago. Direct link to southside joji's post “Equivalent rates can be u...”
  Equivalent rates can be used to compare different sets of quantities that have the same value. A rate that compares a quantity to one is called a unit rate. The unit rate has a denominator equal to one when written as a fraction. Unit rates can be used to find larger equivalent rates.
  Comment on southside joji's post “Equivalent rates can be u...”
  (15 votes)
Angela Millington
Posted 7 years ago. Direct link to Angela Millington's post “how is 8 larger than 8 1/...”
how is 8 larger than 8 1/3?
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(16 votes)
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- Kim Seidel
  Posted 6 years ago. Direct link to Kim Seidel's post “I have to say... the prob...”
  I have to say... the problem is a little vague with it's wording. They seem to be ordering the tanks based on the number of fish in the tank, but doing it by looking at the rates: liters of water per fish. In this situation, the more water needed for 1 fish means the fewer fish you can put in that tank.
  Thus: 8 1/3 liters / fish has more water than 8 liters / fish. Thus there are fewer fish in the tank with the 8 1/3 liters / fish.
  Hope this helps.
  Comment on Kim Seidel's post “I have to say... the prob...”
  (13 votes)
xaiver
Posted 7 months ago. Direct link to xaiver's post “This is such a weird exam...”
This is such a weird example
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(10 votes)
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- camcamcar
  Posted a month ago. Direct link to camcamcar's post “I know right”
  I know right
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  (1 vote)
Allie Summers
Posted 4 years ago. Direct link to Allie Summers's post “sal i think you make thes...”
sal i think you make these to hard!
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(2 votes)
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- Awesome Dude
  Posted 4 years ago. Direct link to Awesome Dude's post “just keep on practicing a...”
  just keep on practicing and you'll get a 'goal'* in life
  
  *sorry bad pun i just saw your name was soccermaniac#1⚽ couldn't resist.
  Comment on Awesome Dude's post “just keep on practicing a...”
  (11 votes)
Alexander J Alonso
Posted 3 years ago. Direct link to Alexander J Alonso's post “When Sal divided 100/12, ...”
When Sal divided 100/12, how did he get 8 1/3?
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(3 votes)
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- Aditya Suresh
  Posted 3 years ago. Direct link to Aditya Suresh's post “So 12 times 8 would be eq...”
  So 12 times 8 would be equal to a total of 96. It can’t be any larger, or it wouldn’t fit in the amount of 100. The remainder that you get after that would be 4. However, since the denominator is 12, you would get 4/12, which is equal to 1/3. That gives you 8 1/3.
  Comment on Aditya Suresh's post “So 12 times 8 would be eq...”
  (8 votes)
NeloBlivion
Posted 6 years ago. Direct link to NeloBlivion's post “Does it matter which orde...”
Does it matter which order you write it in?
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- ~𝕋𝕪𝕝𝕖𝕣 ℍ𝕚𝕝𝕝~
  Posted 5 years ago. Direct link to ~𝕋𝕪𝕝𝕖𝕣 ℍ𝕚𝕝𝕝~'s post “Yes it does because writi...”
  Yes it does because writing the rate backwards changes the value of the rate.
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  (5 votes)
LukiePookie
Posted a month ago. Direct link to LukiePookie's post “Im so lost rn.......”
Im so lost rn.......
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MontgomeryO
Posted 4 months ago. Direct link to MontgomeryO's post “Has any one noticed that ...”
Has any one noticed that 6th grade math is Soooo Ez?
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(6 votes)
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BETTYL
Posted a year ago. Direct link to BETTYL's post “Why is this so easy to me...”
Why is this so easy to me?
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- ¿Slimy?
  Posted 8 months ago. Direct link to ¿Slimy?'s post “yer smart then”
  yer smart then
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6th grade

Course: 6th grade > Unit 3

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