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Proportional relationships 10/7/2010You could have used a proportion to solve any of them and you could find 3 numbers for each problem.
You have three numbers to be able to figue out the last number
They all need a proportion,
Proportional relationshipsThe thing that they all have in common is that they all have three numbers and one number we need to find
Proportional relationships 10-7-10They all have proportions in them and they all involve x. All use the same method.
You use a porportin to to figure them out and they give you 3 numbers.
They all have 3 numbers and you need to figure out what x is which is the missing number
They are all easier to do with a proportion.
They all have three numbers only and can be solved by proportions
Proportion RelationshipsAll five problems have equal signs and have variables.
These are all similar because they all include x and they all need to be cross multiplied to get the right answer.
You are using proportions on them and all of the variables are x.
They are all in an proportion and they all have an x in them!!
Proportional relationshipsAll problems need a proportion.
Proportional RelationshipsThey are all set up in a proportion with a number or variable on top and a number or variable on the bottom.
You need 3 numbers to complete the preportion and then with the 3 numbers you can find the valuables worth
For all 3 problems, they all include X and all use cross multiplying, and all are solved using a proportion.
they all had three numbers and all used porportions.
They all used 3 numbers, one proportion, and used cross multiplication to find X.
Proportional Relatoinships 10-10-10All five problems had three or more numbers in them. This is becacuse to do a proportion you need at least 3 numbers
proportional relationshipsthere are 3 numbers and 1 variable that you need to find the answer to with cross multiplication
There are three numbers and a variable (x) in all of them.
Proportional relationships 10/7/2010
ReplyDeleteYou could have used a proportion to solve any of them and you could find 3 numbers for each problem.
You have three numbers to be able to figue out the last number
ReplyDeleteThey all need a proportion,
ReplyDeleteProportional relationships
ReplyDeleteThe thing that they all have in common is that they all have three numbers and one number we need to find
Proportional relationships 10-7-10
ReplyDeleteThey all have proportions in them and they all involve x. All use the same method.
You use a porportin to to figure them out and they give you 3 numbers.
ReplyDeleteThey all have 3 numbers and you need to figure out what x is which is the missing number
ReplyDeleteThey are all easier to do with a proportion.
ReplyDeleteThey all have three numbers only and can be solved by proportions
ReplyDeleteProportion Relationships
ReplyDeleteAll five problems have equal signs and have variables.
These are all similar because they all include x and they all need to be cross multiplied to get the right answer.
ReplyDeleteYou are using proportions on them and all of the variables are x.
ReplyDeleteThey are all in an proportion and they all have an x in them!!
ReplyDeleteProportional relationships
ReplyDeleteAll problems need a proportion.
Proportional Relationships
ReplyDeleteThey are all set up in a proportion with a number or variable on top and a number or variable on the bottom.
You need 3 numbers to complete the preportion and then with the 3 numbers you can find the valuables worth
ReplyDeleteFor all 3 problems, they all include X and all use cross multiplying, and all are solved using a proportion.
ReplyDeletethey all had three numbers and all used porportions.
ReplyDeleteThey all used 3 numbers, one proportion, and used cross multiplication to find X.
ReplyDeleteProportional Relatoinships 10-10-10
ReplyDeleteAll five problems had three or more numbers in them. This is becacuse to do a proportion you need at least 3 numbers
proportional relationships
ReplyDeletethere are 3 numbers and 1 variable that you need to find the answer to with cross multiplication
There are three numbers and a variable (x) in all of them.
ReplyDelete