# What is the simplified expression for –3cd – d(2c – 4) – 4d?

Step-by-step explanation: To get simplified expression we use order of operation PEMDA WE start with parenthesis. Distribute -d inside the parenthesis Now we combine like terms  that has same variables 4d-4d becomes 0 Expression becomes . Both terms has same variables  so we add it

Solution, Hope this helps… Good luck on your assignment..

-3cd – d(2c-4) – 4d
= -3cd – 2cd +4d – 4d
= -5cd -5cd

-5cd Step-by-step explanation: -3cd-d(2c-4)-4d Distribute the -d -3cd-d2c-+d4-4d -3cd -2cd +4d-4d Combine like terms -5cd

The Answer is -5CD when simplified Step-by-step explanation: 1) Distributive property -3cd – d ( 2c – 4 ) – 4d Turns to:  3cd -2cd + 4d – 4d  Multiplying to negative give you a positive. 2) combine like terms -3cd – 2cd = -5cd 4d – 4d = 0 3) Answer -5cd is your answer Hopes this helps!

-5cd Step-by-step explanation: -3cd-2cd+4d-4d -3cd-2cd=-5cd 4d-4d=0 =-5cd

0

Step By Step Explanation: [ Step One ] Expand [ Step Two ] Rewrite Equation [ Step Three ] Simplify

The simplified expression is -1cdf^2-3cd-4d-4 Step-by-step explanation:

I don’t know if this is what you asked…hope it helped!