Solve (2uv^2y^7+28u^6v^a

$$( 2 u v ^ { 2 } y ^ { 7 } + 28 u ^ { 6 } v ^ { a }$$

Factor

$$2u\left(v^{2}y^{7}+14u^{5}v^{a}\right)$$

Solution Steps

Factor out 2.

$$2\left(uv^{2}y^{7}+14u^{6}v^{a}\right)$$

Consider uv^{2}y^{7}+14u^{6}v^{a}. Factor out u.

$$u\left(v^{2}y^{7}+14u^{5}v^{a}\right)$$

Rewrite the complete factored expression.

$$2u\left(v^{2}y^{7}+14u^{5}v^{a}\right)$$

Evaluate

$$2u\left(v^{2}y^{7}+14u^{5}v^{a}\right)$$