Solve 2(8x-2x*6-2x+6-2x*4-2x+4-2x*8-2x)

$$2(8x-2x \times 6-2x+6-2x \times 4-2x+4-2x \times 8-2x)$$

Evaluate

$$20-68x$$

Solution Steps

Multiply 2 and 6 to get 12.

$$2\left(8x-12x-2x+6-2x\times 4-2x+4-2x\times 8-2x\right)$$

Combine 8x and -12x to get -4x.

$$2\left(-4x-2x+6-2x\times 4-2x+4-2x\times 8-2x\right)$$

Combine -4x and -2x to get -6x.

$$2\left(-6x+6-2x\times 4-2x+4-2x\times 8-2x\right)$$

Multiply 2 and 4 to get 8.

$$2\left(-6x+6-8x-2x+4-2x\times 8-2x\right)$$

Combine -6x and -8x to get -14x.

$$2\left(-14x+6-2x+4-2x\times 8-2x\right)$$

Combine -14x and -2x to get -16x.

$$2\left(-16x+6+4-2x\times 8-2x\right)$$

Add 6 and 4 to get 10.

$$2\left(-16x+10-2x\times 8-2x\right)$$

Multiply 2 and 8 to get 16.

$$2\left(-16x+10-16x-2x\right)$$

Combine -16x and -16x to get -32x.

$$2\left(-32x+10-2x\right)$$

Combine -32x and -2x to get -34x.

$$2\left(-34x+10\right)$$

Use the distributive property to multiply 2 by -34x+10.

$$-68x+20$$

Expand

$$20-68x$$

Solution Steps

Multiply 2 and 6 to get 12.

$$2\left(8x-12x-2x+6-2x\times 4-2x+4-2x\times 8-2x\right)$$

Combine 8x and -12x to get -4x.

$$2\left(-4x-2x+6-2x\times 4-2x+4-2x\times 8-2x\right)$$

Combine -4x and -2x to get -6x.

$$2\left(-6x+6-2x\times 4-2x+4-2x\times 8-2x\right)$$

Multiply 2 and 4 to get 8.

$$2\left(-6x+6-8x-2x+4-2x\times 8-2x\right)$$

Combine -6x and -8x to get -14x.

$$2\left(-14x+6-2x+4-2x\times 8-2x\right)$$

Combine -14x and -2x to get -16x.

$$2\left(-16x+6+4-2x\times 8-2x\right)$$

Add 6 and 4 to get 10.

$$2\left(-16x+10-2x\times 8-2x\right)$$

Multiply 2 and 8 to get 16.

$$2\left(-16x+10-16x-2x\right)$$

Combine -16x and -16x to get -32x.

$$2\left(-32x+10-2x\right)$$

Combine -32x and -2x to get -34x.

$$2\left(-34x+10\right)$$

Use the distributive property to multiply 2 by -34x+10.

$$-68x+20$$