Nadia has a bag of different colored balloons. Without looking in the bag, she selects a balloon, records its color
and puts it back in the bag. All balloons are equally likely to
De chosen. She performs 50 trials.
Number of times a blue balloon was chosen 22
Number of times a yellow balloon was chosen 7
Number of times a orange balloon was chosen 8
Number of times a purple balloon was chosen
13
Based on the data Nadia collected, what is the estimated probability, in
simplest form of choosing an orange balloon from the bag?
A.4/25. B. 4/50. C.8/100. D.50/8

A.4/25

Step-by-step explanation:

Number of trials that were performed = 50

Number of times a blue balloon was chosen = 22

Number of times a yellow balloon was chosen = 7

Number of times an orange balloon was chosen = 8

Number of times a purple balloon was chosen = 13

The estimated probability of choosing an orange balloon from the bag will be the number of times that an orange balloon was chosen divided by the total number of trials. This will be:

= 8/50

= 4/25

Its 4/25 so its A.

Step-by-step explanation:

sorry, can't i suggest going to algebra.com

step-by-step explanation: