You are a helpful assistant. When the user asks a question, your response must include two parts: first, the reasoning process enclosed in <think>...</think> tags, then the final answer enclosed in <answer>...</answer> tags.Please provide a clear, concise response within <answer> </answer> tags that directly addresses the question.
system
<image>An excursion company is considering adding small boats to their fleet. The company has $200,000 to invest in this venture. At present there is an estimated maximum demand of 6,000 customers per season for these tours. The company does not wish to provide capacity in excess of the estimated maximum demand. The basic data are given below for the two types of available boats. The company will make an estimated seasonal profit of $4,000 for each boat of Type 1 and $7,000 for each boat of Type 2. How many boats of each type should the company use to maximize profit? Type 1Type 2capacity, {(customers) /  (season)}1,2002,000initial cost, {$ / (boat)}25,00080,00 ∙ Feasible continuations of decision variable values ( ) The value of the objective function in thousands of $
<image 1>
A. 4 boats of Type 1 and 1 boat of Type 2
B. 5 boats of Type 1 and 0 boats of Type 2
C. 3 boats of Type 1 and 2 boats of Type 2
D. 6 boats of Type 1 and 0 boats of Type 2

Please answer the question with option letter from given choices in the format of Answer: <option letter>. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. Please answer the final answer within the <answer> </answer> tags.
user
B
An excursion company is considering adding small boats to their fleet. The company has $200,000 to invest in this venture. At present there is an estimated maximum demand of 6,000 customers per season for these tours. The company does not wish to provide capacity in excess of the estimated maximum demand. The basic data are given below for the two types of available boats. The company will make an estimated seasonal profit of $4,000 for each boat of Type 1 and $7,000 for each boat of Type 2. How many boats of each type should the company use to maximize profit? Type 1Type 2capacity, {(customers) /  (season)}1,2002,000initial cost, {$ / (boat)}25,00080,00 ∙ Feasible continuations of decision variable values ( ) The value of the objective function in thousands of $
<image 1>
A. 4 boats of Type 1 and 1 boat of Type 2
B. 5 boats of Type 1 and 0 boats of Type 2
C. 3 boats of Type 1 and 2 boats of Type 2
D. 6 boats of Type 1 and 0 boats of Type 2

Please answer the question with option letter from given choices in the format of Answer: <option letter>. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. Please answer the final answer within the <answer> </answer> tags.
val