Question

The weight of two boxes together 53/4 kg if one or weight 25/6 kg find the of the other boc​

Answer 1

$\large\red{\sf{answer}}$

$\large\red{\sf{ \frac{109}{12} }}$

$\large\pink{\sf{Solution}}$

$\large\pink{\sf{ \implies according \: to \: question}}$

$\small\pink{\sf{The \: weight \: of \: two \: boxes \: together}}$

$\small\pink{\sf{ \frac{53}{4} kg \: if \: one \: or \: weight \: \frac{25}{6} kg.}}$

$\small\pink{\sf{find \: the \: weight \: of \: {2}^{nd}box. }}$

$\small\green{\sf{we \: can \: subtract \: total \: weight \: to \: 1 \: box \: weight}}$

$\large\green{\sf{ \implies\frac{53}{4} - \frac{25}{6} }}$

$\large\green{\sf{ \implies take \: lcm}}$

$\large\green{\sf{lcm = 12}}$

$\large\green{\sf{ \frac{53 \times 3}{4 \times 3} - \frac{25 \times 2}{6 \times 2} }}$

$\large\green{\sf{Multiply \: the \: given}}$

$\large\green{\sf{ \implies \frac{159}{12} - \frac{50}{12} }}$

$\large\green{\sf{ \frac{109}{12} }}$

___________________

$\large\blue{\sf{Basic \: concept}} \\ \large\blue{\sf{ \star we \: can \: add \: or \: subtract \: only \: like \: terms}} \\ \large\blue{\sf{ \star we \: can \: multiply \: or \: divide \: any \: terms}}$

Answer 2

$weight \: of \: two \: boxes \: together \: \\ = \frac{53}{4} kg$

$one \: weight \: = \frac{25}{6} kg$

$weight \: of \: other \: box \: \ \: :$

$= \frac{53}{4} - \frac{25}{6}$

$= \frac{159 - 50}{12}$

$= \frac{109}{12} kg$

$other \: box \: \: = \frac{109}{12} kg$