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What else can I help you with?
What fractions are equavilent to 1 over 10?
2/20, 3/30, 4/40 and so on.
What expression is equavilent to 36 plus 54?
It is the same as 54 plus 36 and both expressions add to 90
Is 20 to 8 equavilent to 34 to 10?
Cross multiply to see. 20 / 8 = 34 / 10 20*10 = 34*8 200 = 272 No, it is not.■
How is a unit fraction alike from a fraction?
Since a unit fraction IS a fraction, it is like a fraction!Since a unit fraction IS a fraction, it is like a fraction!Since a unit fraction IS a fraction, it is like a fraction!Since a unit fraction IS a fraction, it is like a fraction!
Different kinds of fraction?
different kinds of fraction: *proper fraction *improper fraction *mixed fraction *equal/equivalent fraction
What is a equavilent fraction for 5-8?
13
What fraction is equavilent to 3 over 1?
3/1 = 6/2
What is an equavilent fraction to 30 to 100?
30 over 100 is the same as 3 over 10
Which equavilent fraction would you have to use in order to add 3 over 5 21 over 25?
You would need to use 15 over 25.
What is equavilent to 34?
9+25
What is equavilent to 36-5?
41
How many fractions are equavilent to one-forth?
Infinite! multiply both the nominator(top number) and the denominator(bottom number) by the same number to get a different fraction which is equal example: multiply 1 and 4 by 2 to get 2/8 which is equivalent. you can multiply them by in
What fractions are equavilent to 1 over 10?
2/20, 3/30, 4/40 and so on.
What expression is equavilent to 36 plus 54?
It is the same as 54 plus 36 and both expressions add to 90
Is 20 to 8 equavilent to 34 to 10?
Cross multiply to see. 20 / 8 = 34 / 10 20*10 = 34*8 200 = 272 No, it is not.■
What are 3 fractions that are equivalent to one another?
1 half is equavilent to 2 qaurters its also 4 eights so is that vwhat you want cos i am sure that is the answer to your qeustion
What decimal is equavilent to 78?
78 is a whole number so it is more than one. Decimals deal with the numbers between whole numbers. So its like having 78 dollars with no change. So 78.00.
