Answer:
The correct option is 3.
Step-by-step explanation:
The given expression is
\(8y(y-4)+3y(y+2)\)
We need to find the simplified form of given expression.
Using distributive property, we get
\(8y(y)+8y(-4)+3y(y)+3y(2)\)
\(8y^2-32y+3y^2+6y\)
On combining like terms we get
\((8y^2+3y^2)+(-32y+6y)\)
\((11y^2)+(-26y)\)
\(11y^2-26y\)
The simplified form of given expression is \(11y^2-26y\).
Therefore the correct option is 3.
