Write the following decimal fraction as a simple fraction and simplify:
Write the following decimal fraction as a simple fraction and simplify:
\( 0.36= \)
Write the following decimal fraction as a simple fraction and simplify:
\( 0.5= \)
Write the following decimal fraction as a simple fraction and simplify:
\( 0.350 \)
Write the following decimal fraction as a simple fraction and simplify:
\( 0.630 \)
Write the following decimal fraction as a simple fraction and simplify:
\( 0.8 \)
Write the following decimal fraction as a simple fraction and simplify:
Since there are two digits after the decimal point, we divide 36 by 100:
Now let's find the highest number that divides both the numerator and denominator.
In this case, the number is 4, so:
Write the following decimal fraction as a simple fraction and simplify:
Since there is one digit after the decimal point, we divide 5 by 10:
Now let's find the highest number that divides both the numerator and the denominator.
In this case, the number is 5, so:
Write the following decimal fraction as a simple fraction and simplify:
Since there are three digits after the decimal point, we divide 350 by 1000:
Now let's find the highest number that divides both the numerator and denominator.
In this case, the number is 50, so:
Write the following decimal fraction as a simple fraction and simplify:
Since there are three digits after the decimal point, we divide 630 by 1000:
Now let's find the highest number that divides both the numerator and denominator.
In this case, the number is 10, so:
Write the following decimal fraction as a simple fraction and simplify:
Since there is one digit after the decimal point, we divide 8 by 10:
Now let's find the highest number that divides both the numerator and denominator.
In this case, the number is 2, so:
Write the following decimal fraction as a simple fraction and simplify:
\( 0.58 \)
Write the following decimal as a fraction and simplify:
\( 0.75 \)
Write the following decimal fraction as an imaginary fraction and simplify:
\( 1.4 \)
Write the following decimal fraction as an imaginary fraction and simplify:
\( 2.6 \)
Write the following decimal fraction as an imaginary fraction and simplify:
\( 6.9 \)
Write the following decimal fraction as a simple fraction and simplify:
Since there are two digits after the decimal point, we divide 58 by 100:
Now let's find the highest number that divides both the numerator and denominator.
In this case, the number is 2, so:
Write the following decimal as a fraction and simplify:
Since there are two digits after the decimal point, we divide 75 by 100:
Now let's find the highest number that divides both the numerator and denominator.
In this case, the number is 25, so:
Write the following decimal fraction as an imaginary fraction and simplify:
Let's write the decimal fraction as a mixed fraction.
Since there is one digit after the decimal point, we divide 4 by 10 and add 1 which represents one whole number, as follows:
Now let's divide the simple fraction by the highest number that can divide both the numerator and denominator, in this case the number is 2:
Write the following decimal fraction as an imaginary fraction and simplify:
Let's write the decimal fraction as a mixed fraction.
Since there is one digit after the decimal point, we divide 6 by 10 and add 2, as follows:
Now let's divide the simple fraction by the highest number that can divide both the numerator and denominator, in this case the number is 2:
Write the following decimal fraction as an imaginary fraction and simplify:
Let's write the decimal fraction as a mixed fraction.
Since there is one digit after the decimal point, we'll divide 9 by 10 and add 6, as follows:
Since it can't be simplified further, the answer is:
Write the following decimal fraction as an imaginary fraction and simplify:
\( 11.3 \)
Write the following decimal fraction as an imaginary fraction and simplify:
\( 16.4 \)
Write the following decimal fraction as an imaginary fraction and simplify:
\( 32.80 \)
Write the following decimal fraction as an imaginary fraction and simplify:
\( 15.96 \)
Write the following decimal fraction as an imaginary fraction and simplify:
\( 18.25 \)
Write the following decimal fraction as an imaginary fraction and simplify:
Let's write the decimal fraction as a mixed fraction.
Since there is one digit after the decimal point, we will divide 3 by 10 and add 11, as follows:
Since it cannot be simplified further, the answer is:
Write the following decimal fraction as an imaginary fraction and simplify:
Let's write the decimal fraction as a mixed fraction.
Since there is one digit after the decimal point, we divide 4 by 10 and add 16, as follows:
Now let's divide the simple fraction by the highest number that can divide both the numerator and denominator, in this case the number is 2:
Write the following decimal fraction as an imaginary fraction and simplify:
Let's write the decimal fraction as a mixed fraction.
Since there are 2 digits after the decimal point, we divide 80 by 100 and then 32, as follows:
Now let's divide the simple fraction by the highest number that can divide both the numerator and denominator, in this case the number is 20:
Write the following decimal fraction as an imaginary fraction and simplify:
Let's write the decimal fraction as a mixed fraction.
Since there are 2 digits after the decimal point, we'll divide 96 by 100 and add 15, as follows:
Now let's divide the simple fraction by the highest number that can divide both the numerator and denominator, in this case the number is 4:
Write the following decimal fraction as an imaginary fraction and simplify:
Let's write the decimal fraction as a mixed fraction.
Since there are 2 digits after the decimal point, we'll divide 25 by 100 and add 18, as follows:
Now let's divide the simple fraction by the highest number that can divide both the numerator and denominator, in this case the number is 25:
Write the following decimal fraction as an imaginary fraction and simplify:
\( 36.105 \)
Write the following decimal fraction as an imaginary fraction and simplify:
\( 66.322 \)
Write the following decimal fraction as an imaginary fraction and simplify:
Let's write the decimal fraction as a mixed fraction.
Since there are 3 digits after the decimal point, we'll divide 105 by 1000 and 36, as follows:
Now let's divide the simple fraction by the highest number that can divide both the numerator and denominator, in this case the number is 5:
Write the following decimal fraction as an imaginary fraction and simplify:
Let's write the decimal fraction as a mixed fraction.
Since there are 3 digits after the decimal point, we'll divide 322 by 1000 and 66, as follows:
Now let's divide the simple fraction by the highest number that can divide both the numerator and denominator, in this case the number is 2: