Hi, I need to write this without using recursion. I am learning Dr. Racket, not phyton. I can use local definitions and lambda. Here is the problem specification.Hospitals rely on donors to provide blood for people who are in accidents or scheduled for surgery. However, people have different blood types, and some blood types are compatible for donation and othersare not. There are eight different blood types: 0-, O+, B-, B+, A-, A+, AB-, AB+The rules for blood donations are shown in a table from the Canadian Blood Services website.Here is a summary of that table:• A recipient can receive blood from anyone with the same blood type.• A person with O- blood can be a donor for anyone.• A person with AB+ blood can receive blood from anyone.• Additonally, a person with AB- blood can receive blood from a donor with B- or A- blood.• Additonally, a person with A+ blood can receive blood from a donor with O+ or A- blood.• Additonally, a person with B+ blood can receive blood from a donor with O+ or B- blood.No other combination of donor and recipient blood types is compatible.For this question, we will use symbols to represent each blood type. The symbol will match the types described above. So for example, the 0+ blood type will be represented by the symbol '0+. All symbols inthe question will be one of the blood types described above.Write a function compatible-litres in Racket that consumes a list of symbols, blood-bank, and a symbol, blood-type. Each element in blood-bank represents a 0.5 litre donation of the matching bloodtype symbol, and blood-type represents the blood type of a blood transfusion recipient. The function produces the total number of litres available for donation for someone with the given blood-type giventhe donations in blood-bank.For example:1 > (compatible-litres (list '0- '0+ '0- 'B- 'AB-) 'AB-)2 23 > (compatible-litres (list 'A+ 'B+) 'A-)4 05 > (compatible-litres (list 'A+ 'B+ 'AB+) 'AB+)6 1.5Submit your solution in the file a08q1.rkt.

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Hi, I need to write this without using recursion. I am learning Dr. Racket, not phyton. I can use local definitions and lambda.

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Hi, I need to write this without using recursion. I am learning Dr. Racket, not phyton. I can use local definitions and lambda.

Here is the problem specification.
Hospitals rely on donors to provide blood for people who are in accidents or scheduled for surgery. However, people have different blood types, and some blood types are compatible for donation and others
are not. There are eight different blood types: 0-, O+, B-, B+, A-, A+, AB-, AB+
The rules for blood donations are shown in a table from the Canadian Blood Services website.
Here is a summary of that table:
• A recipient can receive blood from anyone with the same blood type.
• A person with O- blood can be a donor for anyone.
• A person with AB+ blood can receive blood from anyone.
• Additonally, a person with AB- blood can receive blood from a donor with B- or A- blood.
• Additonally, a person with A+ blood can receive blood from a donor with O+ or A- blood.
• Additonally, a person with B+ blood can receive blood from a donor with O+ or B- blood.
No other combination of donor and recipient blood types is compatible.
For this question, we will use symbols to represent each blood type. The symbol will match the types described above. So for example, the 0+ blood type will be represented by the symbol '0+. All symbols in
the question will be one of the blood types described above.
Write a function compatible-litres in Racket that consumes a list of symbols, blood-bank, and a symbol, blood-type. Each element in blood-bank represents a 0.5 litre donation of the matching blood
type symbol, and blood-type represents the blood type of a blood transfusion recipient. The function produces the total number of litres available for donation for someone with the given blood-type given
the donations in blood-bank.
For example:
1 > (compatible-litres (list '0- '0+ '0- 'B- 'AB-) 'AB-)
2 2
3 > (compatible-litres (list 'A+ 'B+) 'A-)
4 0
5 > (compatible-litres (list 'A+ 'B+ 'AB+) 'AB+)
6 1.5
Submit your solution in the file a08q1.rkt.

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