Pattern: 150÷2=75, 75÷1.5=50, 50÷1.25=40, 40÷1.33≈30, 30÷1.2=25. Actually, check: 150→75 (÷2), 75→50 (÷1.5 or ×2/3), 50→40 (÷1.25 or ×4/5), 40→30 (÷1.33 or ×3/4), 30→25 (÷1.2 or ×5/6). Pattern is dividing by (n+1)/n: ÷2/1, ÷3/2, ÷5/4, ÷4/3 (should be ÷4/3=÷1.33 giving 30, correct from 40), then ÷6/5=÷1.2. The series is consistent - 40 doesn't fit? Wait, checking 50÷1.25=40, then 40÷1.33=30... the divisors are 2, 1.5, 1.25, 1.2... which are 2/1, 3/2, 4/3, 5/4, 6/5. But 50→40 is ×0.8=4/5, should be 4/3=1.33. So 40 should be 50÷(4/3)=37.5, not 40. Actually, let me re-verify: 150÷2=75, 75÷1.5=50, 50÷1.333...=37.5 not 40, 37.5÷1.25=30, 30÷1.2=25. So 40 is wrong.