Solve (2x(78*16)+(2*(78*32)+(2*(16*32))

$$( 2 x ( 78 \times 16 ) + ( 2 \times ( 78 \times 32 ) + ( 2 \times ( 16 \times 32 ) )$$

Evaluate

$$2496x+6016$$

Solution Steps

Multiply 2 and 78 to get 156. Multiply 2 and 16 to get 32.

$$2x\times 78\times 16+156\times 32+32\times 32$$

Multiply 2 and 78 to get 156.

$$156x\times 16+156\times 32+32\times 32$$

Multiply 156 and 16 to get 2496.

$$2496x+156\times 32+32\times 32$$

Multiply 156 and 32 to get 4992.

$$2496x+4992+32\times 32$$

Multiply 32 and 32 to get 1024.

$$2496x+4992+1024$$

Add 4992 and 1024 to get 6016.

$$2496x+6016$$

Factor

$$64\left(39x+94\right)$$

Solution Steps

Factor out 64.

$$64\left(39x+94\right)$$

Consider 39x+78+16. Multiply and combine like terms.

$$39x+94$$

Rewrite the complete factored expression.

$$64\left(39x+94\right)$$