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Here are five related questions you can consider:
1. How do you expand and reduce algebraic expressions?
2. What methods can be used to factor quadratic expressions?
3. What is the significance of factoring in algebra?
4. How do you substitute values into an algebraic expression?
5. How do you verify if a factored expression is correct?

**Tip:** Always double-check your factored expressions by expanding them back out to confirm they match the original equation.

On donne C = -3x(4 - 5x) + (4 - 5x)(-3 - 4x). 1) Développer et réduire C. 2) Factoriser C. 3) Calculer C pour : a) x = -2, b) x = 2/3

Learn how to expand and factor the expression C = -3x(4 - 5x) + (4 - 5x)(-3 - 4x). Step-by-step solutions include polynomial expansion, factoring, and substitution for specific values of x. Suitable for students in Grades 8-10.

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