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given an empty array that should contain integers numbers, your task is to process a list of queries type of quieries

User Erlinda
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1 Answer

3 votes

Below is the Python code for the array

python

def process_queries(queries):

numbers = []

result = []

def count_pairs_with_diff(numbers, diff):

count = 0

num_set = set(numbers)

for num in num_set:

if num + diff in num_set:

count += numbers.count(num) * numbers.count(num + diff)

return count

for query in queries:

operation, value = query[0], query[1]

if operation == "+":

numbers.append(value)

elif operation == "-":

numbers.remove(value)

diff_count = count_pairs_with_diff(numbers, value)

result.append(diff_count)

return result

# Example Usage:

queries = [("+1",), ("+3",), ("-1",), ("+4",), ("-3",)]

output = process_queries(queries)

print(output)

The above code is one that helps to defines a function process_queries that takes a list of queries as input and returns an array of counts for each query.

So, based on the above, It make use of a helper function count_pairs_with_diff to calculate the number of pairs with a given difference. The example usage shows how to use this function with a set of queries.

See text below

Text: Given an empty array that should contain integers numbers, your task is to process a list of queries on it. Specifically, there are two types of queries: 1. "+x" - add integer x to numbers. Numbers may contain multiple instances of the same integer. 2. "-x" - remove a single instance of integer x from numbers. After processing each query, record the number of pairs in numbers with a difference equal to a given diff. The final output should be an array of such values for all queries. Notes: - All numbers in queries are guaranteed to be in the range of -10 to 10 inclusive. - It is also guaranteed that for every "-x" query, the specified number x exists in numbers. - It is guaranteed that the answer for each query fits into a signed 32-bit integer type.

Text: Given an empty array that should contain integers numbers, your task is to process a list of queries on it. Specifically, there are two types of queries:

1. "+x" - add integer x to numbers. Numbers may contain multiple instances of the same integer.

2. "-x" - remove a single instance of integer x from numbers.

After processing each query, record the number of pairs in numbers with a difference equal to a given diff. The final output should be an array of such values for all queries.

Notes:

- All numbers in queries are guaranteed to be in the range of -10 to 10 inclusive.

- It is also guaranteed that for every "-x" query, the specified number x exists in numbers.

- It is guaranteed that the answer for each query fits into a signed 32-bit integer type.

User Niorad
by
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