data:image/png;base64,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data:image/png;base64,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 1-20; .arithmetic functions & expressions212151Levels 21-50; linear equations.time30speed105075Levels 51-74; a=1 quadratics.74Levels 74-100; a not = 1 quadratics.Congratulations! You have finished the game!2congratulations.Would you like to continue playing?yyescontinues forever.Darren Tan Mr. Lopez Per. 6.Spritefollowing command.hue0.01creates delay before clearing path..Sprite Trail.This block combines the coordinates of the boundaries for the answer choices with the fact of whether or not that specific section contains the right answer. .level-up

Darren Tan Mr. Lopez Per. 6

sets list to all values from 1-100.used answersstarts process of randomizing answers so that they are all different. .aanyused answersbanyused answerscanyused answersdanyrayrene141sets one of the answer choices to be the correct answer.234This block takes one argument to represent an answer and randomizes it among 4 values named a, b, c, and d. The correct value is therfore hidden randomly among three other randomly generated values..

-x/Randomly sets and assigns correct and "wrong" answers All answers are different.answer choices.4question is said for the first 4/10 of the timemotionsignlas answer choices sprite to move for time seconds...620x loop.linear equation.

y- intercept is teh last value of teh linear eq..23slope is the first numeric value in the linear eq..randomizes and sets all answers.answer choices.4question, signal to sprite 3, answer.motion.6

creates a list of all integers from -5 --> 5 without 0. Used for "a" in quad eq..i-1212creates a list of all integers from -12 --> 12 without 0. Used for "c" in quad eq..anyanyrandomied values for list1 and list2.

input is the correct answer.

225% chance of one of the answers being replced by the correct one.34a = 1 quad eq.

randomizes and sets all answer choices101558,168,85,730x16858168857310What is the y -intercept of ,What is y equal to when x= 7,what ils the slope of What is y equal to when x= 71x^2+-10x+16,(1x+-8)(1x+-2)