Solve (-j^4-4j^3-2j^2)-(-2j^48j^34j^2-8j)

Evaluate

(- j^{4} - 4 j^{3} - 2 j^{2}) - (- 2 j^{4} \times 8 j^{3} \times 4 j^{2} - 8 j)

Remove the parentheses

- j^{4} - 4 j^{3} - 2 j^{2} - (- 2 j^{4} \times 8 j^{3} \times 4 j^{2} - 8 j)

Multiply

More Steps

- j^{4} - 4 j^{3} - 2 j^{2} - (- 64 j^{9} - 8 j)

If a negative sign or a subtraction symbol appears outside parentheses, remove the parentheses and change the sign of every term within the parentheses

- j^{4} - 4 j^{3} - 2 j^{2} + 64 j^{9} + 8 j

Rewrite the expression

- j \times j^{3} - j \times 4 j^{2} - j \times 2 j + j \times 64 j^{8} + j \times 8

Solution

- j (j^{3} + 4 j^{2} + 2 j - 64 j^{8} - 8)

Simplify the expression

Factor the expression