The equivalent expression for the given terms is 0.6x+12y - 18.2 = 0.
According to the statement
We have to find the equivalent expression for the given equations.
So, For this purpose, we know that the
Equivalent expressions are expressions that work the same even though they look different.
Fro another expression compare both the equations to each other.
So, From the given information:
-(-0.3x-6y+9.1) = (−0.3x−6y+9.1)
Then compare it then
0.3x +6y -9.1 +0.3x+6y-9.1 = 0
then after solving it then
0.6x+12y - 18.2 = 0.
this is the equivalent expression for the given terms
So, The equivalent expression for the given terms is 0.6x+12y - 18.2 = 0.
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