Страница 19, ГДЗ по математике за 4 класс к тренажёру Конновой

\[\begin{aligned} 14\,579 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 14\,531 & \qquad 23\,487 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 23\,187 \\ 30\,999 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 40\,111 & \qquad 9\,215 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 90\,215 \\ 28\,345 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{=}}}}\hspace{0.3225em}}} 28\,345 & \qquad 673\,553 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{=}}}}\hspace{0.3225em}}} 673\,553 \\ 714\,014 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 714\,020 & \qquad 4\,006 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 10\,006 \\ 2\,596 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 13\,451 & \qquad 60\,980 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 59\,980 \\ 18\,000 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 7\,043 & \qquad 54\,113 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{=}}}}\hspace{0.3225em}}} 54\,113 \\ 26\,777 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 26\,772 & \qquad 31\,666 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 32\,666 \\ 554\,433 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{=}}}}\hspace{0.3225em}}} 554\,433 & \qquad 99\,918 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 493\,000 \\ 88\,998 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 1\,000\,000 & \qquad 425\,654 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 427\,654 \\ 64\,591 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 124\,785 & \qquad 14\,382 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 14\,328 \\ 101\,101 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 101\,110 & \qquad 12\,000 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 120\,000 \end{aligned}\] \[\begin{aligned} 729\,183 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 729\,283 & \qquad 3\,612 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 2\,658 \\ 81\,733 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 84\,730 & \qquad 1\,000\,000 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 345\,678 \\ 632\,885 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 538\,785 & \qquad 15\,761 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{=}}}}\hspace{0.3225em}}} 15\,761 \\ 71\,111 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 711\,111 & \qquad 70\,002 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 70\,010 \\ 92\,487 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{=}}}}\hspace{0.3225em}}} 92\,487 & \qquad 438\,674 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 438\,613 \\ 65\,550 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 65\,450 & \qquad 121\,243 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 73\,845 \\ 434\,545 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 431\,898 & \qquad 15\,003 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 15\,030 \\ 34\,409 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 330\,409 & \qquad 6\,812 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 51\,312 \\ 26\,617 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 22\,617 & \qquad 89\,453 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 98\,453 \\ 55\,444 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{=}}}}\hspace{0.3225em}}} 55\,444 & \qquad 70\,069 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{=}}}}\hspace{0.3225em}}} 70\,069 \\ 888\,412 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{>}}}}\hspace{0.3225em}}} 888\,410 & \qquad 810 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 8\,510 \\ 533\,533 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{<}}}}\hspace{0.3225em}}} 533\,553 & \qquad 423\,321 &\mathrel{\boxed{\rule[-0.072em]{0pt}{0.644em}\hspace{0.3225em}\mathclap{\textcolor{#e03131}{\pmb{\boldsymbol{=}}}}\hspace{0.3225em}}} 423\,321 \end{aligned}\]