9th Grade Computer Science: Task Quiz Show Completed April 24th, 2020 (4/24/2020) -- Click the green flag to start/restart. You will be asked a series of questions. If you answer incorrectly multiple times, you will be given hints. Answers given are tracked as stats and given at the 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wIABAwYMGDBgwIABAwYMGDBgwIABAwYMGPgMDI3+AAEeFvcCAAAAAElFTkSuQmCC0.1What color is an orange (fruit)?Guesses11abby cCorrect! Next question:3abby aWhat is the answer to the expression, "3+7x2"?170.1What is the answer to the expression, "3+7x2"?Guesses21abby cCorrect! You know the PEMDAS rule well.3abby aConfettiCongratulations, you've completed today's quiz!40.111You gave for the first question and for the second question. In total, you gave answers.1500 answer answers