
friction is static as we require limiting condition. for limiting case $a=0$
$T = m_B g$
$T = \mu _{ s } \times m_A \times g$
comparing both:
$m_B \times g = 0 .2 \times m_A \times g$
$m_B =2 kg$


$(A)$ $\theta=45^{\circ}$
$(B)$ $\theta>45^{\circ}$ and a frictional force acts on the block towards $P$.
$(C)$ $\theta>45^{\circ}$ and a frictional force acts on the block towards $Q$.
$(D)$ $\theta<45^{\circ}$ and a frictional force acts on the block towards $Q$.