Solve (6a-3b) (-4b^3c) (5a-2c)

Evaluate

(6 a - 3 b) (- 4 b^{3} c) (5 a - 2 c)

Multiply the first two terms

- 4 b^{3} c (6 a - 3 b) (5 a - 2 c)

Multiply the terms

More Steps

(- 24 b^{3} c a + 12 b^{4} c) (5 a - 2 c)

Apply the distributive property

- 24 b^{3} c a \times 5 a - (- 24 b^{3} c a \times 2 c) + 12 b^{4} c \times 5 a - 12 b^{4} c \times 2 c

Multiply the terms

More Steps

- 120 b^{3} c a^{2} - (- 24 b^{3} c a \times 2 c) + 12 b^{4} c \times 5 a - 12 b^{4} c \times 2 c

Multiply the terms

More Steps

- 120 b^{3} c a^{2} - (- 48 b^{3} c^{2} a) + 12 b^{4} c \times 5 a - 12 b^{4} c \times 2 c

Multiply the numbers

- 120 b^{3} c a^{2} - (- 48 b^{3} c^{2} a) + 60 b^{4} c a - 12 b^{4} c \times 2 c

Multiply the terms

More Steps

- 120 b^{3} c a^{2} - (- 48 b^{3} c^{2} a) + 60 b^{4} c a - 24 b^{4} c^{2}

Solution

- 120 b^{3} c a^{2} + 48 b^{3} c^{2} a + 60 b^{4} c a - 24 b^{4} c^{2}

Simplify the expression