Question

The product of two fraction is 8 4/5. If one of the fractions is 8 2/7,

find the other.​

Answer 1

Step-by-step explanation:

Given:

• Product of two fractions = 8 4/5 = 44/5
• One of the fractions = 8 2/7 = 58/7

To Find:

• The other fraction

Solution:

$\large \bold \pink{Let \: the \: other \: fraction \:be \: \blue {x} \: . }$

$\large \bold\red{ \mathfrak{A/Q,}}$

Product of the fractions = 44/5

$\bold{ \rightarrow \frac{58}{7} \times x = \frac{44}{5} } \\ \\ \bold{ \rightarrow \: x = \frac{44}{5} \div \frac{58}{7} } \\ \\ \bold{ \rightarrow \: x = \frac {^{ {\tiny 22 \: }} \cancel{44}}{5} \times \frac{7}{ \cancel{58}_{ \tiny \: 29}} } \\ \\ \bold {{ \rightarrow{x = \frac{154}{145} }}} \\ \\ \bold{ \therefore{ \red{x = 1 \frac{9}{145}}}}$