$B = 8-3\times 5 + 3 =$

$-29-4 = $  

$A = \dfrac{-45}{7-2} =$

$3\times(-17) = $

$P = 11+6\times(-2) =$

$N = 3+6\div(2-5) =$

$\dfrac{-115}{5} = $

$-5-(-11) = $  

$P = 9\times(-2)- 11 \times (-6) =$

$(-9)\times(-1) = $