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Translating Statements into Fractions and Decimals

To translate statements into fractions, remember that the cardinal number is the numerator and the ordinal number is the denominator. Then, to translate them into decimals, divide the numerator by the denominator.

1. ‌2⁄10‌ ; 0.2
2. ‌3⁄5 ; 0.6
3. ‌125⁄1000 ; 0.125
4. ‌1⁄4 ; 0.25
5. ‌7⁄100 ; 0.07

What is fraction?

Fraction refers to equal parts of a whole. Remember that if we divide a whole into equla parts, each part is a fraction of the whole. The number on top is the numerator. It tells the number of parts taken from a whole. The number at the bottom of the fraction is the denominator. It tells the total number of equal parts.

What is decimal?

Decimal refers to number where the whole and the fractional part is separated by a dot. This dot is called decimal point. The digits on the right of the decimal point show a value that is smaller than one. Remember that decimals are read from left to right. The decimal point is read as "and". Then, identify the place value of the last digit.

Examples on how to read decimals:

• 2.345 - two and thre hundred forty-five thousandths
• 0.56 - fifty-six hundredths
• 89.9 - eighty-nine and nine tenths

Example of converting fraction to decimal numbers:

brainly.ph/question/2452667

Steps on how to do the long division:

brainly.ph/question/1834235

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Translate the given statements into fractions and decimals.

1. two tenths

2. three-fifths

3. one hundred twenty-five thousandths

4. one-fourth

5. seven hundredths

1. ;

2. ;

3. ;

4. ;

5. ;