High School

Find the quotient:

1) 7.4 / 27.9
2) 5.5 / 39.6
3) 9.8 / 45.5
4) 3.6 / 7.2
5) 3.4 / 26.4
6) 2.4 / 84.5
7) 5.5 / 59.1
8) 4.4 / 90.7

Answer :

To find the quotients for each of these division problems, you divide the first number by the second number. Let's calculate each one step-by-step:

  1. [tex]\frac{7.4}{27.92}[/tex]

    To find this quotient, divide 7.4 by 27.92.

    Quotient: [tex]0.265[/tex] approximately (rounded to three decimal places).

  2. [tex]\frac{5.5}{39.6}[/tex]

    Divide 5.5 by 39.6.

    Quotient: [tex]0.139[/tex] approximately (rounded to three decimal places).

  3. [tex]\frac{9.8}{45.54}[/tex]

    Divide 9.8 by 45.54.

    Quotient: [tex]0.215[/tex] approximately (rounded to three decimal places).

  4. [tex]\frac{3.6}{7.2}[/tex]

    Divide 3.6 by 7.2.

    Quotient: [tex]0.5[/tex].

  5. [tex]\frac{3.4}{26.4}[/tex]

    Divide 3.4 by 26.4.

    Quotient: [tex]0.129[/tex] approximately (rounded to three decimal places).

  6. [tex]\frac{2.4}{84.5}[/tex]

    Divide 2.4 by 84.5.

    Quotient: [tex]0.028[/tex] approximately (rounded to three decimal places).

  7. [tex]\frac{5.5}{59.1}[/tex]

    Divide 5.5 by 59.1.

    Quotient: [tex]0.093[/tex] approximately (rounded to three decimal places).

  8. [tex]\frac{4.4}{90.7}[/tex]

    Divide 4.4 by 90.7.

    Quotient: [tex]0.049[/tex] approximately (rounded to three decimal places).

When providing these answers, it is important to understand that the process of dividing involves taking the numerator (the first number) and dividing it by the denominator (the second number), which gives us the quotient - an essential concept in mathematics.

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