how to slove (2y+5)(y-3)
2y(y-3) + 5(y-3) distributive property
2 y^2 -6y +5y -15
= 2 y^2 -y -15
To solve the expression (2y+5)(y-3), we need to use the distributive property.
First, distribute the first term, 2y, to both terms inside the second parentheses:
2y * y = 2y^2
2y * -3 = -6y
Next, distribute the second term, 5, to both terms inside the second parentheses:
5 * y = 5y
5 * -3 = -15
Now, simplify the expression by combining like terms:
2y^2 + 5y - 6y - 15
Combine the like terms -6y and 5y:
2y^2 - y - 15
Therefore, the simplified expression is 2y^2 - y - 15.