${\left( 2x \right)}^{3}+{\left( 8y \right)}^{3}+{\left( -4z \right)}^{3}+3 \times {\left( 2x \right)}^{2} \times 8y+3 \times {\left( 2x \right)}^{2} \times \left( -4 \right)z+3 \times {\left( 8y \right)}^{2} \times 2x+3 \times {\left( 8y \right)}^{2} \times \left( -4 \right)z+3 \times {\left( -4z \right)}^{2} \times 2x+3 \times {\left( -4z \right)}^{2} \times 8y+6 \times 2x \times 8y \times \left( -4 \right)z$
To raise a product to a power, raise each factor to that power$8{x}^{3}+{\left( 8y \right)}^{3}+{\left( -4z \right)}^{3}+3 \times {\left( 2x \right)}^{2} \times 8y+3 \times {\left( 2x \right)}^{2} \times \left( -4 \right)z+3 \times {\left( 8y \right)}^{2} \times 2x+3 \times {\left( 8y \right)}^{2} \times \left( -4 \right)z+3 \times {\left( -4z \right)}^{2} \times 2x+3 \times {\left( -4z \right)}^{2} \times 8y+6 \times 2x \times 8y \times \left( -4 \right)z$
To raise a product to a power, raise each factor to that power$8{x}^{3}+512{y}^{3}+{\left( -4z \right)}^{3}+3 \times {\left( 2x \right)}^{2} \times 8y+3 \times {\left( 2x \right)}^{2} \times \left( -4 \right)z+3 \times {\left( 8y \right)}^{2} \times 2x+3 \times {\left( 8y \right)}^{2} \times \left( -4 \right)z+3 \times {\left( -4z \right)}^{2} \times 2x+3 \times {\left( -4z \right)}^{2} \times 8y+6 \times 2x \times 8y \times \left( -4 \right)z$
To raise a product to a power, raise each factor to that power$8{x}^{3}+512{y}^{3}-64{z}^{3}+3 \times {\left( 2x \right)}^{2} \times 8y+3 \times {\left( 2x \right)}^{2} \times \left( -4 \right)z+3 \times {\left( 8y \right)}^{2} \times 2x+3 \times {\left( 8y \right)}^{2} \times \left( -4 \right)z+3 \times {\left( -4z \right)}^{2} \times 2x+3 \times {\left( -4z \right)}^{2} \times 8y+6 \times 2x \times 8y \times \left( -4 \right)z$
To raise a product to a power, raise each factor to that power$8{x}^{3}+512{y}^{3}-64{z}^{3}+3 \times 4{x}^{2} \times 8y+3 \times {\left( 2x \right)}^{2} \times \left( -4 \right)z+3 \times {\left( 8y \right)}^{2} \times 2x+3 \times {\left( 8y \right)}^{2} \times \left( -4 \right)z+3 \times {\left( -4z \right)}^{2} \times 2x+3 \times {\left( -4z \right)}^{2} \times 8y+6 \times 2x \times 8y \times \left( -4 \right)z$
To raise a product to a power, raise each factor to that power$8{x}^{3}+512{y}^{3}-64{z}^{3}+3 \times 4{x}^{2} \times 8y+3 \times 4{x}^{2} \times \left( -4 \right)z+3 \times {\left( 8y \right)}^{2} \times 2x+3 \times {\left( 8y \right)}^{2} \times \left( -4 \right)z+3 \times {\left( -4z \right)}^{2} \times 2x+3 \times {\left( -4z \right)}^{2} \times 8y+6 \times 2x \times 8y \times \left( -4 \right)z$
To raise a product to a power, raise each factor to that power$8{x}^{3}+512{y}^{3}-64{z}^{3}+3 \times 4{x}^{2} \times 8y+3 \times 4{x}^{2} \times \left( -4 \right)z+3 \times 64{y}^{2} \times 2x+3 \times {\left( 8y \right)}^{2} \times \left( -4 \right)z+3 \times {\left( -4z \right)}^{2} \times 2x+3 \times {\left( -4z \right)}^{2} \times 8y+6 \times 2x \times 8y \times \left( -4 \right)z$
To raise a product to a power, raise each factor to that power$8{x}^{3}+512{y}^{3}-64{z}^{3}+3 \times 4{x}^{2} \times 8y+3 \times 4{x}^{2} \times \left( -4 \right)z+3 \times 64{y}^{2} \times 2x+3 \times 64{y}^{2} \times \left( -4 \right)z+3 \times {\left( -4z \right)}^{2} \times 2x+3 \times {\left( -4z \right)}^{2} \times 8y+6 \times 2x \times 8y \times \left( -4 \right)z$
To raise a product to a power, raise each factor to that power$8{x}^{3}+512{y}^{3}-64{z}^{3}+3 \times 4{x}^{2} \times 8y+3 \times 4{x}^{2} \times \left( -4 \right)z+3 \times 64{y}^{2} \times 2x+3 \times 64{y}^{2} \times \left( -4 \right)z+3 \times 16{z}^{2} \times 2x+3 \times {\left( -4z \right)}^{2} \times 8y+6 \times 2x \times 8y \times \left( -4 \right)z$
To raise a product to a power, raise each factor to that power$8{x}^{3}+512{y}^{3}-64{z}^{3}+3 \times 4{x}^{2} \times 8y+3 \times 4{x}^{2} \times \left( -4 \right)z+3 \times 64{y}^{2} \times 2x+3 \times 64{y}^{2} \times \left( -4 \right)z+3 \times 16{z}^{2} \times 2x+3 \times 16{z}^{2} \times 8y+6 \times 2x \times 8y \times \left( -4 \right)z$
Multiplying an odd number of negative terms makes the product negative$8{x}^{3}+512{y}^{3}-64{z}^{3}+3 \times 4{x}^{2} \times 8y+3 \times 4{x}^{2} \times \left( -4 \right)z+3 \times 64{y}^{2} \times 2x+3 \times 64{y}^{2} \times \left( -4 \right)z+3 \times 16{z}^{2} \times 2x+3 \times 16{z}^{2} \times 8y-6 \times 2x \times 8y \times 4z$
Calculate the product$8{x}^{3}+512{y}^{3}-64{z}^{3}+3 \times 4{x}^{2} \times 8y+3 \times 4{x}^{2} \times \left( -4 \right)z+3 \times 64{y}^{2} \times 2x+3 \times 64{y}^{2} \times \left( -4 \right)z+3 \times 16{z}^{2} \times 2x+3 \times 16{z}^{2} \times 8y-384xyz$
Calculate the product$8{x}^{3}+512{y}^{3}-64{z}^{3}+96{x}^{2}y+3 \times 4{x}^{2} \times \left( -4 \right)z+3 \times 64{y}^{2} \times 2x+3 \times 64{y}^{2} \times \left( -4 \right)z+3 \times 16{z}^{2} \times 2x+3 \times 16{z}^{2} \times 8y-384xyz$
Multiplying an odd number of negative terms makes the product negative$8{x}^{3}+512{y}^{3}-64{z}^{3}+96{x}^{2}y-3 \times 4{x}^{2} \times 4z+3 \times 64{y}^{2} \times 2x+3 \times 64{y}^{2} \times \left( -4 \right)z+3 \times 16{z}^{2} \times 2x+3 \times 16{z}^{2} \times 8y-384xyz$
Calculate the product$8{x}^{3}+512{y}^{3}-64{z}^{3}+96{x}^{2}y-48{x}^{2}z+3 \times 64{y}^{2} \times 2x+3 \times 64{y}^{2} \times \left( -4 \right)z+3 \times 16{z}^{2} \times 2x+3 \times 16{z}^{2} \times 8y-384xyz$
Calculate the product$8{x}^{3}+512{y}^{3}-64{z}^{3}+96{x}^{2}y-48{x}^{2}z+384x{y}^{2}+3 \times 64{y}^{2} \times \left( -4 \right)z+3 \times 16{z}^{2} \times 2x+3 \times 16{z}^{2} \times 8y-384xyz$
Multiplying an odd number of negative terms makes the product negative$8{x}^{3}+512{y}^{3}-64{z}^{3}+96{x}^{2}y-48{x}^{2}z+384x{y}^{2}-3 \times 64{y}^{2} \times 4z+3 \times 16{z}^{2} \times 2x+3 \times 16{z}^{2} \times 8y-384xyz$
Calculate the product$8{x}^{3}+512{y}^{3}-64{z}^{3}+96{x}^{2}y-48{x}^{2}z+384x{y}^{2}-768{y}^{2}z+3 \times 16{z}^{2} \times 2x+3 \times 16{z}^{2} \times 8y-384xyz$
Calculate the product$8{x}^{3}+512{y}^{3}-64{z}^{3}+96{x}^{2}y-48{x}^{2}z+384x{y}^{2}-768{y}^{2}z+96x{z}^{2}+3 \times 16{z}^{2} \times 8y-384xyz$
Calculate the product$8{x}^{3}+512{y}^{3}-64{z}^{3}+96{x}^{2}y-48{x}^{2}z+384x{y}^{2}-768{y}^{2}z+96x{z}^{2}+384y{z}^{2}-384xyz$