Ответ:

Решение:

Вычисляем значения выражений и записываем их, а затем составляем пословицу.

\( 3^1 = 3 \)\( 3 \cdot 3 = 9 \)\( 5^2.5 = 5^{2.5} = \sqrt{5^5} \)\( 11^{23} \)\( 11^{21} \)\( 18^6.18^8 \)\( 1812 \)\( 212 \)\( 3 \)\( 1020 \)\( 128 \)\( 713 \)\( 316 \)
\( 32^3.11 = 352 \)\( 3.3 = 9 \)\( 5^2 \cdot 5 = 25 \)\( 11^{23} \)\( 11^{21} \)\( 18^{14} \)\( 3021^0 = 1 \)\( 210.2^2 = 420 \)\( 633 \)\( 108.10^9 \)\( 10^20 \)\( 79.76 \)\( 713 \)
\( 4 \cdot 8100 \)\( 36 \)\( 324 \)\( 144 \)\( 625 \)\( 125 \)\( 243 \)\( 22.72 = 154 \)\( 8^2.9^2 = 64 \cdot 81 = 5184 \)\( 620.(6^3)^5 = 620.6^{15} \)\( 36.38 = 1368 \)\( 35^6 \)\( 42.25^2 = 42.625 = 2625 \)
\( 2500 \)\( 441 \)\( 32 \)\( 225 \)\( 5184 \)\( 100 \)\( 729 \)\( 169 \)\( 400 \)\( 36^2 = 1296 \)\( 48.58 = 2304 \)\( 25.59 = 1275 \)\( 216.214 = 46224 \)
\( 3 \)\( 196 \)\( 576 \)\( 81 \)\( 10000 \)\( 8 \)\( 49 \)\( 9 \)\( 64 \)\( (29)^3 \)\( 57 \)\( 211^4 \)\( 312.712 = 38688 \)
\( 27 \)\( 16 \)\( 1 \)\( 1000 \)\( 484 \)\( 1024 \)\( 121 \)\( 2 \)\( 256 \)\( 900 \)\( 211 \)\( 127.123 \)\( 1514.214 \)
\( (13)^2 \cdot 9 \cdot (13^5)^2 \)\( 206 \)\( 13^5 \cdot 1311 \)\( (13^2)^9 \cdot (13^5)^2 \)
\( (36)^3 \cdot (5^9)^2 \)\( 223 \)\( 1516 \)\( 84.34 \)
\( 126.26 \)

Пословица: Ученье — свет, а неученье — тьма.