Найди сумму: а) \raisebox{-1em}{$ \dfrac{1}{2} + \dfrac{3}{7} = $}\mathrlap{\,\raisebox{-1em}{$\begin{array}{c}\, \phantom{ 13 } \,\\ \hline 14 \\ \end{array} $}} ; \raisebox{-1em}{$ \dfrac{1}{3} + \dfrac{1}{8} = $}\mathrlap{\,\raisebox{-1em}{$\begin{array}{c}\, \phantom{ 11 } \,\\ \hline 24 \\ \end{array} $}} ; \raisebox{-1em}{$ \dfrac{5}{6} + \dfrac{1}{3} = $}\mathrlap{\,\raisebox{-1em}{$\begin{array}{c}\, \phantom{ 7 } \,\\ \hline 6 \\ \end{array} $}} . б) \raisebox{-1em}{$ \dfrac{5}{24} + \dfrac{5}{6} = $}\mathrlap{\,\raisebox{-1em}{$\begin{array}{c}\, \phantom{ 25 } \,\\ \hline 24 \\ \end{array} $}} ; \raisebox{-1em}{$ \dfrac{1}{4} + \dfrac{1}{6} = $}\mathrlap{\,\raisebox{-1em}{$\begin{array}{c}\, \phantom{ 5 } \,\\ \hline 12 \\ \end{array} $}} ; \raisebox{-1em}{$ \dfrac{1}{6} + \dfrac{2}{9} = $}\mathrlap{\,\raisebox{-1em}{$\begin{array}{c}\, \phantom{ 21 } \,\\ \hline 18 \\ \end{array} $}} .
Задание

Заполни пропуски

Найди сумму:

а)

\(\raisebox{-1em}{\)\dfrac{1}{2} + \dfrac{3}{7} =\(}\) \(\mathrlap{\,\raisebox{-1em}{\)\begin{array}{c}, \phantom{13} ,\ \hline14\ \end{array} \(}}\) [ ];

\(\raisebox{-1em}{\)\dfrac{1}{3} + \dfrac{1}{8} =\(}\) \(\mathrlap{\,\raisebox{-1em}{\)\begin{array}{c}, \phantom{11} ,\ \hline24\ \end{array} \(}}\) [ ];

\(\raisebox{-1em}{\)\dfrac{5}{6} + \dfrac{1}{3} =\(}\) \(\mathrlap{\,\raisebox{-1em}{\)\begin{array}{c}, \phantom{7} ,\ \hline6\ \end{array} \(}}\) [ ].

б)

\(\raisebox{-1em}{\)\dfrac{5}{24} + \dfrac{5}{6} =\(}\) \(\mathrlap{\,\raisebox{-1em}{\)\begin{array}{c}, \phantom{25} ,\ \hline24\ \end{array} \(}}\) [ ];

\(\raisebox{-1em}{\)\dfrac{1}{4} + \dfrac{1}{6} =\(}\) \(\mathrlap{\,\raisebox{-1em}{\)\begin{array}{c}, \phantom{5} ,\ \hline12\ \end{array} \(}}\) [ ];

\(\raisebox{-1em}{\)\dfrac{1}{6} + \dfrac{2}{9} =\(}\) \(\mathrlap{\,\raisebox{-1em}{\)\begin{array}{c}, \phantom{21} ,\ \hline18\ \end{array} \(}}\) [ ].