Resolver 3^6+6*243*2+15*81*4+20*27*8+15*9*16+6*3*32+64

$${ 3 }^{ 6 } +6 \times 243 \times 2+15 \times 81 \times 4+20 \times 27 \times 8+15 \times 9 \times 16+6 \times 3 \times 32+64$$

Calcular

$$15625$$

Pasos da solución

Multiplica 6 e 243 para obter 1458. Multiplica 15 e 81 para obter 1215. Multiplica 20 e 27 para obter 540. Multiplica 15 e 9 para obter 135. Multiplica 6 e 3 para obter 18.

$$3^{6}+1458\times 2+1215\times 4+540\times 8+135\times 16+18\times 32+64$$

Calcula 3 á potencia de 6 e obtén 729.

$$729+1458\times 2+1215\times 4+540\times 8+135\times 16+18\times 32+64$$

Multiplica 1458 e 2 para obter 2916.

$$729+2916+1215\times 4+540\times 8+135\times 16+18\times 32+64$$

Suma 729 e 2916 para obter 3645.

$$3645+1215\times 4+540\times 8+135\times 16+18\times 32+64$$

Multiplica 1215 e 4 para obter 4860.

$$3645+4860+540\times 8+135\times 16+18\times 32+64$$

Suma 3645 e 4860 para obter 8505.

$$8505+540\times 8+135\times 16+18\times 32+64$$

Multiplica 540 e 8 para obter 4320.

$$8505+4320+135\times 16+18\times 32+64$$

Suma 8505 e 4320 para obter 12825.

$$12825+135\times 16+18\times 32+64$$

Multiplica 135 e 16 para obter 2160.

$$12825+2160+18\times 32+64$$

Suma 12825 e 2160 para obter 14985.

$$14985+18\times 32+64$$

Multiplica 18 e 32 para obter 576.

$$14985+576+64$$

Suma 14985 e 576 para obter 15561.

$$15561+64$$

Suma 15561 e 64 para obter 15625.

$$15625$$

Factorizar

$$5^{6}$$