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Fractions Test - 26

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Fractions Test - 26
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  • Question 1
    1 / -0
    Shabana has to stitch 35 dresses. So, ar she has stitched 21 dresses. What fraction of dresses has she stitched ?
    Solution
    Number of dresses she had to stiches $$ = 35$$
    Number of dresses she has finished $$= 21$$
    $$\therefore$$ Fraction of dresses she has finished  $$= \dfrac{21}{35} =\dfrac{3}{5}$$ 
  • Question 2
    1 / -0
    Which of the following is not in the lowest form?
    Solution
    In case of $$ \dfrac{5}{7} $$, the common factor of $$ 7 $$ and $$ 5 $$ is $$ 1 $$.
    Hence, already given in the simplest form.
    In case of $$ \dfrac{15}{20} $$, the common factor of 15 and 20 is 4. 
    In case of $$ \dfrac{13}{33} $$, the common factor of 13 and 33 is 1.
    Hence, already given in the simplest form.
    In case of $$ \dfrac{27}{28}, $$ the common factor of 27 and 28 is 1. 
    Hence, already given in the simplest form.
    Hence, $$ \dfrac{15}{20} $$ not given in the simplest form.
  • Question 3
    1 / -0
    On subtracting $$ \dfrac{5}{9} $$ from $$ \dfrac{19}{9} $$, the result is
    Solution
    Solution $$ B $$ is right.

    $$ \dfrac  { 5}{9} $$ from $$  \dfrac {19}{9} $$

    Take the $$ LCM $$ of denominators 

    $$  \Rightarrow  \dfrac {19}{9} = \dfrac {5}{8} = \dfrac { 19-5}{9} $$

    $$ = \dfrac {14}{9} $$

    Thus required fraction is $$ \dfrac {14}{9} $$
  • Question 4
    1 / -0
    $$\cfrac{3}{10}+\cfrac{8}{15}$$=?
    Solution
    $$\cfrac{3}{10}+\cfrac{8}{15}$$
    $$LCM$$ of $$10$$ and $$15$$ is $$30$$
    So, we will write these fractions with $LCM$$ as their denominator.
    $$\therefore \cfrac3{10}=\cfrac{3\times 3}{10\times 3}=\cfrac{9}{30}$$
    And, $$\cfrac{8}{15}=\cfrac{8\times 2}{15\times 2}=\cfrac{16}{30}$$
    $$\therefore \cfrac{3}{10}+\cfrac{8}{15}=\cfrac{9}{30}+\cfrac{16}{30}$$
    $$=\cfrac{9+16}{30}$$
    $$=\cfrac{25}{30}$$
    $$=\cfrac{5\times 5}{5\times 6}$$
    $$=\cfrac{5}{6}$$
    Henc. option $$C$$ is correct
  • Question 5
    1 / -0
    $$ \dfrac{11}{7} $$ can be expressed in the form
    Solution
    The mix fraction of $$ \dfrac {11}{7} $$ is $$ 1 \dfrac {4}{7} $$
  • Question 6
    1 / -0
    Which of the following fraction is the greatest?
    Solution
    In the above option given that , among the entire fraction with same numerator , the one with smaller denominator will be greatest.
    Thus required fraction is $$ \dfrac {5}{6} $$
  • Question 7
    1 / -0
    The mixed fraction $$ 5 \dfrac{4}{7} $$ can be expressed as 
    Solution
    $$ \because 5 \dfrac {4}{7} = \dfrac { ( 7 \times 5) + 4 }{7} = \dfrac { 35 +4 }{7} $$

    $$ = \dfrac {39}{5} $$
  • Question 8
    1 / -0
    Sum of $$  \dfrac{4}{17}  $$ and $$  \dfrac{15}{17}  $$is.
    Solution
    Option $$ A $$ is right.
    $$ \dfrac {4}{17} $$ and $$ \dfrac {15}{17} $$
    take the $$ LCM $$ of denominators 
    $$ \Rightarrow  \dfrac {4}{17} + \dfrac {15}{17} = \dfrac { 4 +15}{17} $$
    $$ = \dfrac {19}{17} $$
    Thus required fraction is $$  \dfrac {19}{17} $$
  • Question 9
    1 / -0
    Multiple Questions.
    Which of the following fractions is the greatest ?
    Solution
    $$\dfrac{5}{6}$$ $$\left(a\right)$$, as it's denominator is the least
  • Question 10
    1 / -0
    To reduce a rational number to its standard form, we divide its numerator and denominator by their
    Solution
    For standard form, we have to divide numerator and denominator by their highest common factor(HCF).
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