GH and EF are straight lines. $\angle\text{GOE} = 95^\circ$ and $\angle\text{JOH} = 32^\circ$. Find $\angle\text{FOJ}$. Ans: ___ $^\circ$

1. Find angle HOF using vertically opposite angles

Since GH and EF are straight lines intersecting at O, $\angle\text{HOF}$ and $\angle\text{GOE}$ are vertically opposite angles.
$\angle\text{HOF} = \angle\text{GOE} = 95^\circ$

2. Find angle FOJ by subtracting angle JOH from angle HOF

$\angle\text{FOJ} = \angle\text{HOF} - \angle\text{JOH}$
$\angle\text{FOJ} = 95^\circ - 32^\circ = 63^\circ$