using the data below, what is the experimental probability that all 4 of the apples in a bucket are red? the…

using the data below, what is the experimental probability that all 4 of the apples in a bucket are red? the problem has been simulated by tossing 4 coins (one to represent each apple). let \heads\ represent a green apple and \tails\ represent a red apple. a sample of 10 coin tosses is shown. hhhh tttt thth thht thth hhhh htht ttht tthh htht experimental probability = ?%

using the data below, what is the experimental probability that all 4 of the apples in a bucket are red? the problem has been simulated by tossing 4 coins (one to represent each apple). let \heads\ represent a green apple and \tails\ represent a red apple. a sample of 10 coin tosses is shown. hhhh tttt thth thht thth hhhh htht ttht tthh htht experimental probability = ?%

Answer

Explanation:

Step1: Determine total number of trials

The number of coin - toss samples is 10, so the total number of trials $n = 10$.

Step2: Count favorable outcomes

The favorable outcome is when all 4 coins show "tails" (representing all red apples). In the given samples, the outcome "TTTT" appears 1 time. So the number of favorable outcomes $m = 1$.

Step3: Calculate experimental probability

The formula for experimental probability $P=\frac{m}{n}\times100%$. Substituting $m = 1$ and $n = 10$ into the formula, we get $P=\frac{1}{10}\times100%=10%$.

Answer:

10%