Respuesta :
[tex]18*(7*(-3))=18*7+18*(-3)\\18*-21=126 - 54\\-378 \neq 72[/tex]
LHS [tex]\neq[/tex] RHS
Answer :
To verify an equation, we need to see if the LHS = RHS.
Equation [tex]\downarrow[/tex]
[tex]18\times(7\times(-3))=18\times7+18\times(-3)[/tex]
Let's solve the left hand side (LHS) first.
[tex]18\times(7\times(-3))\\= 18 \times (-21)\\=\underline{ -378}[/tex]
Now, let's solve the right hand side (RHS).
[tex]18\times7+18\times(-3)\\= 126 - 54\\=\underline {72}[/tex]
But,
[tex]\boxed{-378 \neq 72}[/tex]
We can see that the LHS doesn't match or isn't equal to the RHS.
Hence, we can say that LHS [tex]\neq[/tex] RHS & the equation is NOT true.
[tex]\rule{150pt}{2pt}[/tex]