Question

XB is the angle bisector of ZAXC. MZAXB= 23°BVC сFind the following:mZBXC =MZAXC =

Answer 1

`\begin{gathered} \measuredangle BXC=23 \\ \measuredangle AXC=46 \end{gathered}`

Step-by-step explanation

bisector of an angle is the line or line segment that divides the angle into two equal parts,so

So, let

`\measuredangle AXB+\measuredangle BXC=AXC`
`\begin{gathered} \measuredangle AXB=23 \\ as\text{ the angles are equal} \\ \measuredangle AXB=\measuredangle BXC=23 \end{gathered}`

replace

`\begin{gathered} \measuredangle AXB+\measuredangle BXC=\measuredangle AXC \\ 23+23=\measuredangle AXC \\ 46=\measuredangle AXC \end{gathered}`

I hope this helps you