To find m<BCD, we need to solve the equation: (x + 28) + (2 + 48) = 180. Simplifying this equation, we have: x + 28 + 50 = 180.
Combining like terms, we have: x + 78 = 180.
Subtracting 78 from both sides, we have: x = 102.
Therefore, m<BCD = (2 + 48) = 50 degrees.
<ACB and <BCD are supplementary angles. The angles have the following measures:
<ACB = (x + 28) * and <BCD = (2 + 48) ° . What is m<BCD? (1 point)
1 answer