data:image/png;base64,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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.

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

index1

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

index1do something with is increasing and if its true report the last number

add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value.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

index-1

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

index-1

Takes a text string as input, and reports a new text string containing all but the first character of the input.

pt:_ sem o primeiro caractere resulti2

Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the first word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)

pt:_ sem a primeira palavra

Takes a text string as input, and reports a new text string containing all but the last letter of the input.

pt:_ sem o último caractere resulti1

Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the last word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)

pt:_ sem a última palavra 1 1 11 1

pt:a primeira palavra de _

Takes a text string as input, and reports the last character in the string.

pt:o último caractere de _

pt:a última palavra de _ 1 1

Takes a text string as input, and reports TRUE if the string has no characters in it of any kind, otherwise false.

pt:a palavra _ está vazia

Takes a text string as input, and reports TRUE if the input contains no characters other than spaces (therefore, no words when the string is considered as a sentence), otherwise FALSE.

pt:a frase _ está vazia

de:füge Wörter zusammen _ ca:uneix les paraules _ es:unir las palabras _ fr:fusionne les mots _ pt:uma frase com as palavras _ 121

de:Liste $arrowRight Satz _ ca:llista $arrowRight frase _ es:lista $arrowRight frase _ fr:liste $arrowRight phrase _ pt:uma frase com as palavras em _

de:Satz $arrowRight Liste _ ca:frase $arrowRight llista _ es:frase $arrowRight lista _ fr:phrase $arrowRight liste _ pt:uma lista com as palavras da frase _

report a list in which each item is one letter from the input word

de:Wort $arrowRight Liste _ ca:paraula $arrowRight llista _ es:palabra $arrowRight lista _ fr:mot $arrowRight liste _ pt:uma lista com os caracteres da palavra _

join all the items of the input list into a single word, and report it

de:Liste $arrowRight Wort _ ca:llista $arrowRight paraula _ es:lista $arrowRight palabra _ fr:liste $arrowRight mot _ pt:uma palavra com os caracteres em _

89,67,5,90,-2,0,190,8false019089,67,5,90,2,0,190,8,90,-2,0,190,8,