A concerated machine leted with equal numbers of red, blue, green, and pink rubber balls. Il 1 cents hinurted, a randomly selected ball comes out the dispenser, Cherrl wants a blue ball, but only w 75 cents. She would like to determine the probability of pettina a bhe ball she puts quarters into the machine,
What describes a simulation Cheri can use to determine this probability
She cuts a plece of paper into equalized pieces, writes each color on one place of paper, and puts the 4 places of paper in a box. Then she can randomly choose a place of paper, record the
color, and return the paper to the box. When she draws out the paper with Pink written on it, the records the number of times she had to draw to get that paper. She ropests this 60 times, she
then finds the number of trials that Pink showed up in the first draws, and divides this number by no to nind the probability
She was a random number tener tor to penerate a number with 10 dits. She ashens the number 1 to represent pink. She counts how many times the number 1 appears, and divides this twy 80
to find the probability
She wrestles with the letters , G, 0, and to represent the colors, to tiles with each letter She puts the tiles in a basket and chooses ont at random. She records the results, then without
replacing the first tile, chooses second. She repeats this process until the tiles are chosen, She then finds the protest number of times was chosen in a row, and divides this number by 40
to find the probability
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She uses a random number penerator to pererate three-dietrombers using the numerals 1, 2, 3, and she wlw a color to each number red - 1, treen, blue 3, and pink 4. She
unerates to numbers. She counts the numbers that include the numerals and divides that number by 0 to find the probability,
She puts four marties in a bar one of each color. She takes the marbles out at random and looks to see I ww of the three marbles is pink. As soon as she sees the pink marble she stops. She
counts the number of times she had to draw out the three numbers, and divides that number into 3 to find the probability