Resolver 420+20*02-(1359+019338+103*056+(80+(178^2)*26))

$$420+20 \cdot 02-(1359+019338+103 \cdot 056+(80+( { 178 }^{ 2 } ) \times 26))$$

Avaliar

$$-824803$$

Passos Para a Resolução

Multiplique 20 e 0 para obter 0.

$$420+0\times 2-\left(1359+0\times 19338+103\times 0\times 56+80+178^{2}\times 26\right)$$

Multiplique 0 e 2 para obter 0.

$$420+0-\left(1359+0\times 19338+103\times 0\times 56+80+178^{2}\times 26\right)$$

Some 420 e 0 para obter 420.

$$420-\left(1359+0\times 19338+103\times 0\times 56+80+178^{2}\times 26\right)$$

Multiplique 0 e 19338 para obter 0. Multiplique 103 e 0 para obter 0.

$$420-\left(1359+0+0\times 56+80+178^{2}\times 26\right)$$

Some 1359 e 0 para obter 1359.

$$420-\left(1359+0\times 56+80+178^{2}\times 26\right)$$

Multiplique 0 e 56 para obter 0.

$$420-\left(1359+0+80+178^{2}\times 26\right)$$

Some 1359 e 0 para obter 1359.

$$420-\left(1359+80+178^{2}\times 26\right)$$

Some 1359 e 80 para obter 1439.

$$420-\left(1439+178^{2}\times 26\right)$$

Calcule 178 elevado a 2 e obtenha 31684.

$$420-\left(1439+31684\times 26\right)$$

Multiplique 31684 e 26 para obter 823784.

$$420-\left(1439+823784\right)$$

Some 1439 e 823784 para obter 825223.

$$420-825223$$

Subtraia 825223 de 420 para obter -824803.

$$-824803$$

Fatorizar

$$-824803$$