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Simplify the given expression.
−3(a+b+1) + 4(2a+3b) − 3(2a−b+2)
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Show your own working for this question and i am warning: Only CuriousRose will answer no one will give answer
Simplify the given expression.
−3(a+b+1) + 4(2a+3b) − 3(2a−b+2)
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[tex]\huge{\fcolorbox{maroon}{s} {\large{\fcolorbox{white}{mistyrose}{{\fcolorbox{gold} {White}{Answer}}}}}}[/tex]
Given :
The given expression is -->
[tex]−3(a+b+1) + 4(2a+3b) − 3(2a−b+2) \\ [/tex]
Solution :
We will use the concept of equation.
[tex]−3(a+b+1) + 4(2a+3b) − 3(2a−b+2) \\ [/tex]
First let's solve and open the brackets -->
[tex] = > \: - 3a - 3b - 3 + 8a + 12b - 6a + 3b - 6 \\ [/tex]
Now rearrange and collect the like terms :-
[tex] (- 3a + 8a - 6a)( - 3b + 12b + 3b)( - 3 - 6) \\ [/tex]
[tex] = > a + 12b - 9[/tex]
Slide a little bit right to see the whole equation..
Hope it helped you...
Thank you !!!