$N = 29-7\times(-11) =$

$19,7-7,7 = $  

$22-9 = $  

$-14-10 = $  

$-17,3+(-12,1) = $  

$P = 13+5\times(-2) =$

$-1+(-19) = $  

$(-4)\times(-3) = $

$2\times(-2,2) = $

$-16,9-5,1 = $  

$(-6)\times 10 = $

$S = 1-7\times 10 + 7 =$

$-26+9 = $  

$-12,5+7,1 = $  

$P = 4\times(-11)- 5 \times (-8) =$

$1-(-11) = $  

$B = (3-10)\times(2-10) =$

$0,1\times(-3) = $

$H = 8\times(-10)- 5 \times (-8) =$

$(-3,3)\times(-4) = $