Answer:
The simplified expression is:
[tex]600AC+2D(50V-6)+1344B[/tex]
Step-by-step explanation:
We have the expression:
[tex](3+\frac{2}{2})(42)B*8-\frac{5}{2}A*4C*4-\frac{6}{2}D*4+10A*8C*8+5V2D*10[/tex]
Multiply:
[tex](3+1)(42)B*8-\frac{5}{2}A*4C*4-\frac{6}{2}D*4+10A*8C*8+5V2D*10\\(4)(42)B*8-\frac{5}{2}A*4C*4-\frac{6}{2}D*4+10A*8C*8+5V2D*10\\(3+1)(42)B*8-\frac{5}{2}A*4C*4-\frac{6}{2}D*4+10A*8C*8+5V2D*10\\1344B-\frac{80}{2}AC-\frac{24}{2}D+640AC+100VD \\1344B-40AC-12D+640AC+100VD[/tex]
Organizing the expression and simplify:
[tex]640AC-40AC+100VD-12D+1344B\\600AC+2D(50V-6)+1344B[/tex]
