How do you find the remainder when #x^3+7x^2+2x-40# is divided by x-5?

Related questions

• What is the remainder theorem?
• What is the factor theorem?
• What does the remainder theorem mean?
• What does the factor theorem mean?
• How are the remainder and factor theorems useful?
• How do I use the remainder theorem to evaluate polynomials?
• How do I use the remainder theorem to divide #2x^2-5x-1# by #x-3#?
• How do I use the remainder theorem to divide #2x^2-5x-1# by #x-4#?
• How do I use the factor theorem to prove #x-2# must be a factor of #2x^3-x^2-7x+2#?
• How do I use the factor theorem to prove #x-4# must be a factor of #x^2-3x-4#?