in a school, 30% of the students have brown eyes. find the experimental probability that in a group of 4…

in a school, 30% of the students have brown eyes. find the experimental probability that in a group of 4 students, at least one of them has brown eyes. the problem has been simulated by generating random numbers. the digits 0 - 9 were used. let numbers \2\, \4\ and \8\ represent the 30% of students with brown eyes. a sample of 20 random numbers is shown.\n7918 7910 2546 1390 6075\n1230 2386 0793 7359 3048\n2816 6147 5978 5621 9732\n9436 3806 5971 6173 1430\n\\frac{13}{20}=0.65=?% = experimental probability

in a school, 30% of the students have brown eyes. find the experimental probability that in a group of 4 students, at least one of them has brown eyes. the problem has been simulated by generating random numbers. the digits 0 - 9 were used. let numbers \2\, \4\ and \8\ represent the 30% of students with brown eyes. a sample of 20 random numbers is shown.\n7918 7910 2546 1390 6075\n1230 2386 0793 7359 3048\n2816 6147 5978 5621 9732\n9436 3806 5971 6173 1430\n\\frac{13}{20}=0.65=?% = experimental probability

Answer

Explanation:

Step1: Convert decimal to percentage

To convert a decimal to a percentage, we multiply by 100. $0.65\times100$

Step2: Calculate the result

$0.65\times100 = 65$

Answer:

65