Explanation

Let's calculate the net profit/loss step by step:

Initial cost (net premium paid):

• Buy 1 put @ $43: -$6
• Sell 2 puts @ $37: +$8 ($4 × 2)
• Buy 1 put @ $32: -$1
• Total initial cost = -$6 + $8 - $1 = +$1 (net credit)

Payoffs at expiration (stock price = $19):

1. Put @ $43:

   • Strike price = $43, Stock price = $19
   • Payoff = max(43 - 19, 0) = $24
   • Profit = $24 - $6 = $18

2. Puts @ $37 (sold 2):

   • Strike price = $37, Stock price = $19
   • Payoff = max(37 - 19, 0) = $18 per put
   • Since we sold these puts, we pay this amount
   • Loss per put = $18 - $4 = $14
   • Total loss from 2 puts = $28

3. Put @ $32:

   • Strike price = $32, Stock price = $19
   • Payoff = max(32 - 19, 0) = $13
   • Profit = $13 - $1 = $12

Total profit/loss:

• Initial credit: +$1
• Put @ $43: +$18
• Puts @ $37: -$28
• Put @ $32: +$12
• Total = $1 + $18 - $28 + $12 = $3

Wait, this gives $3, but let me recalculate more carefully:

Alternative calculation (net payoff approach):

• Net premium received = +$1
• Payoff from long positions:
  • Put @ $43: max(43-19,0) = $24
  • Put @ $32: max(32-19,0) = $13
• Payoff from short positions:
  • Puts @ $37: -2 × max(37-19,0) = -2 × $18 = -$36
• Total payoff = $24 + $13 - $36 = $1
• Total profit = Payoff + Net premium = $1 + $1 = $2

Actually, let me verify once more:

Position-by-position calculation:

1. Long put @ $43: Payoff = $24, Cost = $6 → Profit = $18
2. Short puts @ $37: Payoff = -$36, Premium received = $8 → Profit = -$28
3. Long put @ $32: Payoff = $13, Cost = $1 → Profit = $12

Total profit = $18 - $28 + $12 = $2

Therefore, the net profit is $2.00 per share, making option D correct.

This is a bear put spread strategy with additional positions that creates a limited profit profile when the stock price declines significantly.