Solve (p-a)(p-b)(p-c)

Evaluate

(p - a) (p - b) (p - c)

Multiply the terms

More Steps

(p^{2} - p b - a p + ab) (p - c)

Apply the distributive property

p^{2} \times p - p^{2} c - p b p - (- p b c) - a p \times p - (- a p c) + ab p - ab c

Multiply the terms

More Steps

p^{3} - p^{2} c - p b p - (- p b c) - a p \times p - (- a p c) + ab p - ab c

Multiply the terms

p^{3} - p^{2} c - p^{2} b - (- p b c) - a p \times p - (- a p c) + ab p - ab c

Multiply the terms

p^{3} - p^{2} c - p^{2} b - (- p b c) - a p^{2} - (- a p c) + ab p - ab c

Solution

p^{3} - p^{2} c - p^{2} b + p b c - a p^{2} + a p c + ab p - ab c

Simplify the expression