Question:
Simplify: (-2x-4xy) - 3(5x-y)
Solution:
Consider the following linear equation:
[tex](-2x-4xy)\text{ - 3(5x-y)}[/tex]now, applying the distributive property, we obtain:
[tex](-2x-4xy)\text{ - 15x+3y}[/tex]this is equivalent to:
[tex]-2x-4xy\text{- 15x+3y}[/tex]now, putting the similar terms together, we get:
[tex](-2x-15x)\text{ + 3y -4xy}[/tex]this is equivalent to:
[tex]-17x\text{ + 3y -4xy}[/tex]we can conclude that the correct answer is:
[tex]-17x\text{ + 3y -4xy}[/tex]