ISEE Lower Level Quantitative : Fractions
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Example Questions
Example Question #31 : Fractions
What decimal matches the value of the fraction?
In order to find the decimal equivalent of a fraction, divide the numerator by the denominator. First, add a decimal and zero to the three.
From here, we can see that four goes into thirty seven times. Seven times four gives us twenty-eight. Now we subtract that from thirty to get our new division problem.
Now we can see that four times five gives us twenty therefore,
The answer is 
Example Question #31 : Fractions
What decimal matches the value of the fraction?
In order to find the decimal equivalent of a fraction, divide the numerator by the denominator. First add a decimal and zero to six to make the division simplier.
From here we can see that fifteen goes into sixty, four times.
The answer is 
Example Question #31 : Fractions
What decimal matches the value of the fraction?
In order to find the decimal equivalent of a fraction, divide the numerator by the denominator. First add a decimal place and zero to 
Now we can see that six times thirty will give us 
Therefore,
The answer is 
Example Question #31 : Fractions
Find the decimal equivalent to
To find the decimal equivalent to 
Example Question #31 : How To Find The Decimal Equivalent Of A Fraction
Find the decimal equivalent to
To find the decimal equivalent to 
An alternative way to think about this problem is to find an equivalent fraction:
Three tenths means that there must be a 
Example Question #621 : Numbers And Operations
Find the equivalent percent to
To find the equivalent percent to 
Now, multiply the decimal number by 
Example Question #31 : Fractions
Find the equivalent percent of 
To find the equivalent percent of 
Now, multiply the decimal number by
Example Question #621 : Numbers And Operations
Find the decimal equivalent to
To find the decimal equivalent to 
An alternative way to solve this problem is to:
To write eighteen hundredths you must put a one in the tenths place and an eight in the hundredths place value
Example Question #32 : Fractions
Identify the place value of the 
Hundredths place value
Tens place value
Tenths place value
Ones place value
Hundreds place value
Hundreds place value
In the number 
From right to left the place values are: ones, tens, hundreds, thousands and ten thousands.
Example Question #31 : Fractions
Find the decimal equivalent to
To find the decimal equivalent to 
Another way to solve this problem is to find equivalent fractions.
Two tenths is the same as
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