The game that we made which Its called egg smasher. When you play the egg smasher your goal is to pick a hard-boiled egg if you do you win a prize. If I were to tell you if the game is fair or not I would tell u that it is not fair because there is a 5/12 chance of getting a hard-boiled egg. The way that I could make the game fair is by making it equal and having 6 hard-boiled eggs and 6 normal eggs. So the probability of winning is 5/12. Here is the theoretical probability. There is 4 kid that walks up to the stand the first kid picks a hard-boiled egg. The 2nd kid gets a normal egg the 3rd one gets a normal and same with the 4th. The sample space for our activity is hard-boiled and normal eggs. When we ran the simulation we used a probability
8. (10 pts) How do you think the experimental probabilities would compare to the theoretical probabilities if we rolled the pair of dice 500 times? 1,000 times? 1,000,000 times?
K.C. Cole wrote a book titled The Universe and The Teacup; in this book, many different things are discussed. The one section that is particularly relevant to magical realism is probability; probability is similar in many ways to magical realism. When dealing with probability, a set ratio of events or chances is the main thought associated with probability. However, even though probability can average out ones chances of an event happening, probability cannot give a definite answer. Nothing is left to chance in this drama, yet chancy it is, time after time. One can toss a penny a million times, and, on toss number one million and one, the coin still has a
Today October 18, 2017, my partner and I did an egg drop experiment. We out the egg in a clear plastic jar with yarn surrounding it and balloons on the top of the jar. My partner dropped it. When I picked the jar up it didn’t looked cracked but when I opened it the egg was cracked but the yolk didn’t come out nor did anything else come out.
Part II: The implementation of the program that runs the game involves testing. One of the necessary tests is to see if the simulated spins are random. Create an n-ary relation, in
The egg drop designing project was a lot of fun. It was a challenge to create something that would hold an egg and be dropped and the egg not break. Our design consisted of styrofoam, sponges, skewers, and cotton. This design worked well. Although it is a simple design, it took a lot of hard work, effort, and creativity.
The hypothesis for the dog’s experiment of sense of smell was rejected. The data used for the experiment does not support the hypothesis because testing each dog seven times gave both of the dogs both having an equal chance of winning four or more wins. The younger dog had the faster time with 1 min and 24 seconds, the younger dog had won 5 times and had its time decreased. The older dog started off with the time of 1 minute and 55 seconds and decreased too. The older dog won 2 times out of 7. The average of each day is 53 seconds. I think the data turned out the way it did because the dogs are two different ages first of all. I thought that the older dog would have a better chance because of being older and wiser but she only won 2 out of 7 times. A couple outside factors that I think could of changed the experiment are having the dogs go outside before the experiment, shutting a door so they couldn’t see the treat being hidden, or if they had been eating before the experiment started and where food was already on her mind. I think using a stopwatch changed a lot of things because it took longer and made the data table round. I think that there were many outside factors but the list would be two long to list.
The seventh grade probability carnival was one of the highlights of my fall term. Throughout the preparation, execution and reflection phases of the carnival, I truly enjoyed myself and felt as though I learned a lot about both experimental the theoretical probability.
Although I lost $10 during the investigation I am still pleased with my predicted loss before buying the tickets. With room for a few math errors here and there, my expected loss and my actual loss was only $1.50 off the mark. Since my results were only $1.50 off I can reject the null hypothesis that probability will not help increase my chances profiting in a scratch-off game. When I calculate the probability of a scratch-off game, I can simply adjust a few variable until I predict a profit. Another thing we have to remember that this is still a gambling, nothing is really guaranteed. Continuing, one variable I wanted to change was the games I played. If I were to do things differently I would play a $2 game. The $2 dollar games had greater
Many things today come from the life that lived long before the people that live now. Things like culture, religion, traditions, inventions, and even more. A long list of things aroused from beliefs, such as the famous and long-lived proverbs from different cultures. The proverb that will be discussed throughout this paper comes from Spain and it states: “After all, to make a beautiful omelet you have to break an egg”. This quote fits in today’s world because in order to succeed, or make an omelet, risks will be taken, like breaking the egg. It is seen as a theme in successful people’s lives and throughout literature, even in current events. This proverb can symbolize many lives and events, including Thomas Edison, Walt Disney, The Truth About
Where do I even start. As I’m trying to type up this paper, I can’t seem to figure out how to describe my leadership. I mean I’m definitely one to say I’m more of a leader than I am a follower but in what sense? In order for me to fully explain this I need to tell you about my story first. About sixteen years ago I moved to America with my parents and older brother. My parents came to America to get away from the War that had just ended in my home country of Bosnia And Herzegovina. I know, I know. What does any of this have to do with leadership? , but just keep up with me. My father and mother started working only a couple weeks into our stay in the States, neither of them knew english but somehow managed to take care of
The experiment had a sample size of 956 crickets and was done 478 times. We used graphpad to analyze the results. As stated before, the null hypothesis was that observed win of the resident and intruder would be equal. This meant that the expected wins would be 239 for the residents and 239 for the intruder. But the observed outcome showed that the resident won 264 times compared to the intruder wining 214 times.
Now whether this detailed essay on how to crack an egg may seem like a yoke to you, it is actually a really good step by step way of teaching you how to properly crack the egg. If it wasn't for essays like this one then no one would really know how to do much of anything or have any sense of humor. Whether you crack your egg in a different way or the way I have provided in the essay above it is simple that cracking an egg isn’t very hard to do. It is so easy anyone can do
The weakness of my experiment is that the experiment cannot consider about the lucks or destinies. Gambler’s Fallacy is about gambler thinking about lucks or destinies, and every people have different lucks and destinies in different time. So, sometimes the Gambler’s Fallacy may be wrong according to the person’s luck or destiny. However, according to the probabilities, Gambler’s Fallacy is
Life has the ability to take a toll on everyone. Every day people are bombarded by stressful situations. Soldiers are faced with life and death situations, Teachers are expected to make decisions that will change a child’s Destiney and the President needs to face issues like sending soldiers to war. Life is hard, but it is not impossible. In order to survive in the world people need to be able to bounce back after life knocks them off their feet. It is that simple. In order to survive a person needs to rebound back. Being able to rebound back takes resiliency, courage and faith. Only God knows how high someone will jump. It is up to the
The properties of what makes a wetland healthy which can be determined by observing what can be seen as normal for a