A binary operation \( \oplus \) on real numbers is defined by \( x \oplus y = xy + x + y \) for two real numbers \( x \) and \( y \). Find the value of \( 3...
A binary operation \( \oplus \) on real numbers is defined by \( x \oplus y = xy + x + y \) for two real numbers \( x \) and \( y \). Find the value of \( 3 \oplus -\frac{2}{3} \).
Answer Details
N + Y = XY + X + Y 3 + -23 = 3(- 23) + 3 + (- 23) = -2 + 3 -23 = 1−21−3 = 13