Expansion and simplification of 8(3h−4)+5(h−2) gives :
24h−37
36−4h
29h−42
38+42h
Using distributive property of Multiplication 8(3h−4)+5(h−2) =(8×3h)−(8×(4))+(5×h)−(5×(2)) =24h−32+5h−10 =29h−42
Simplification of 6−{32+(35−12)} gives: