Question

Which of the following fractions are greater than 3 but less than 4?

$\frac{25}{6},\frac{16}{25},\frac{23}{7},\frac{15}{4},\frac{28}{3},\frac{19}{5},\frac{25}{6},\frac{82}{9},\frac{21}{6}$.

Answer 1

Step: First covert fractions in decimal form

i $\frac{26}{6}$$=4.33$

ii $\frac{16}{25}$ $=0.64$

iii $\frac{23}{7}$ $=3.28$

iv $\frac{15}{4}$ $=3.75$

v $\frac{28}{3}$ $=9.33$

vi $\frac{19}{5}$ $=3.8$

vii $\frac{25}{6}$ $=4.16$

viii $\frac{82}{9}$$=9.11$

ix $\frac{21}{6}$ $=3.5$

Now you can guess in the above-given fraction which is greater than $3$ but less than $4$ .

So, that fraction will be $\frac{23}{7}=3.28$, $\frac{15}{4}$$=3.75$, $\frac{19}{5}$ $=3.8$ ,$\frac{21}{6}$ $=3.5$.