Q:

Is 1/8 bigger than 1/12 ?

A:

One-eighth is bigger than one-twelfth. Both of these figures are fractions and represent parts of a whole. When comparing fractions, if the numerator remains the same, any fraction with a larger denominator is smaller. Twelve is larger than eight, hence, one-eighth is the bigger fraction.

One-eighth represents one part of a whole that consists of eight units, but one-twelfth represents one part of a whole that consists of 12 units. Fractions are made up of numerators and denominators. Numerators are the top numbers and denominators are the bottom numbers. The numerator is the number that represents the part of a whole. The denominator is the total number of parts.

Learn More

Related Questions

  • Q:

    How do you calculate percentile?

    A:

    Calculate percentile by first multiplying the percentile point desired by the number of numbers in a particular data set and then locating the number in the resultant position. This is generally used in statistic problems when searching for the median, or 50 percent percentile point.

    Full Answer >
  • Q:

    How do you read decimals?

    A:

    To read a decimal, say the number to the left of the decimal point as a whole number. Use the word "and" to indicate the decimal point. Read the number to the right of the decimal point as a whole number, ending with the place value of the last digit.

    Full Answer >
  • Q:

    What is the order of operations with fractions?

    A:

    When dealing with fractions, the order of operations states that multiplication or division is performed first, moving from left to right, and is followed by addition or subtraction, also moving from left to right. Although addition and subtraction are the basic building blocks of arithmetic operations, they are used only after multiplication or division when solving fractions and other types of expressions.

    Full Answer >
  • Q:

    What is 0.5 as a fraction?

    A:

    The decimal 0.5 is expressed as the fraction one-half. This is found by evaluating the decimal over 1, multiplying the fraction by 10 and then simplifying.

    Full Answer >

Explore