Given:
The expression is:
[tex]-1(2x+3)-2(x-1)[/tex]
To find:
The simplified form of the given expression.
Solution:
We have,
[tex]-1(2x+3)-2(x-1)[/tex]
Using distributive property, we get
[tex]-1(2x+3)-2(x-1)=-1(2x)-1(3)-2(x)-2(-1)[/tex]
[tex]-1(2x+3)-2(x-1)=-2x-3-2x+2[/tex]
On combining like terms, we get
[tex]-1(2x+3)-2(x-1)=(-2x-2x)+(2-3)[/tex]
[tex]-1(2x+3)-2(x-1)=-4x-1[/tex]
Therefore, the simplified form of the given expression is [tex]-4x-1[/tex].
Note: The correct option is not available.
