To find the experimental probability of landing on green, we first calculate the total number of times Victoria landed on the spinner, which is the sum of all the results:
Total spins = 14 (blue) + 12 (green) + 6 (orange) + 10 (purple) + 10 (red) + 8 (yellow)
Total spins = 60
Next, we calculate the number of times Victoria landed on green:
Number of green spins = 12
Finally, we calculate the experimental probability of landing on green by dividing the number of green spins by the total number of spins and multiplying by 100 to get a percentage:
Experimental probability of green = (Number of green spins / Total spins) * 100
Experimental probability of green = (12 / 60) * 100
Experimental probability of green = 0.2 * 100
Experimental probability of green = 20%
Therefore, the experimental probability of landing on green is 20%.
Victoria spins a spinner with six equal sections 60 times her results are blue 14 green 12 orange 6 purple 10 red 10 yellow 8 what is the experimental probability of landing on green
3 answers
Please give your answer in fraction form
The experimental probability of landing on green, in fraction form, is:
Number of green spins = 12
Total spins = 60
Experimental probability of landing on green = 12/60
Experimental probability of landing on green = 1/5
So, the experimental probability of landing on green in fraction form is 1/5.
Number of green spins = 12
Total spins = 60
Experimental probability of landing on green = 12/60
Experimental probability of landing on green = 1/5
So, the experimental probability of landing on green in fraction form is 1/5.