only 25% of pickles contain the winning phrase. if we buy 20 pickles, how can we design a simulation to find…

only 25% of pickles contain the winning phrase. if we buy 20 pickles, how can we design a simulation to find the experimental probability of winning 5 or more tickets? what should we do next? should we replace the card back in the deck? 1. shuffle the deck. 2. pull a card. 3. record the result.

only 25% of pickles contain the winning phrase. if we buy 20 pickles, how can we design a simulation to find the experimental probability of winning 5 or more tickets? what should we do next? should we replace the card back in the deck? 1. shuffle the deck. 2. pull a card. 3. record the result.

Answer

Explanation:

Step1: Understand the nature of the problem

We want to simulate a situation where the probability of a "win" is 25% for each trial (pickle - buying). Using a deck of cards for simulation.

Step2: Consider the concept of independent trials

In the case of pickles, each pickle's "winning - status" is independent of others. When using a deck of cards to simulate, we want each draw to be an independent event with the same probability of success.

Step3: Analyze the effect of replacement

If we do not replace the card, the probability of drawing a "winning - card" changes with each draw. But if we replace the card, the probability of getting a "winning - card" remains the same (25%) for each draw, which mimics the independent nature of the pickle - winning situation.

Answer:

yes