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data:image/png;base64,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add code here to report the sum of all the numbers in the list.

add code to report the average of all the numbers in the list.

add to report true if the list contains at least one negative number, and false if all numbers are non-negative.

falseadd code to report true if each value in the list is greater than or equal to the one before it..

previoustrueadd code to report the largest number in the list..

add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value. .

add code to report a new LIST that contains only the even numbers from the argument list..

a]89,67,5,90,-2,0,190,8