Part 1
Probability- Probability is calculating the likelihood of a given event's occurrence, which is expressed as a number between 1 and 0.
Observed Probability- Observed probability is the probability from an experiment you did or observed.
Theoretical Probability- Theoretical Probability is the probability before the experiment has occurred.
Conditional Probability- Conditional probability is the probability something will happen to object A, given that object B’s occurrence happen.
Probability of Multiple Events- Probability of Multiple events is the probability of 2 or more event happening.
Expected Value- Expected value is a predicted value of a variable, calculated as the sum of all possible values each multiplied by the probability of its occurrence.
Two-Way Tables- Two-way table is a table that has an x and y axis, displaying information on a certain topic.
Tree Diagram- Tree Diagram is when there is 2 branches (heads and tells) the probability of each branch is written on the branch. The outcome is written at the end of the branch.
Joint Probability- Joint possibility is a statistical measure where the likelihood of two events occurring together and the same point in time are calculated. It is the probability of event y happening at the same time as event x.
Marginal Probability- Marginal Probability is the marginal distribution of a subset of a collection of random variables is the probability distribution of the variables contained in the subset. It gives the probabilities of various values of the variables in the subset without reference to the values of the other variables.
Part 2
For the majority of its life expectancy As-Nas existed with Ganjifa cards. As-Nas go back to the seventeenth century, (began in Persia) and around then a 25 card pack was utilized, with 5 suits, each suit having one court card and four numeral cards. Cards from the nineteenth century with the great As-Nas outlines can be found in different historical center accumulations. By 1877 As-Nas cards were progressively falling into neglect, being supplanted by European kinds. The cards may have had an impact on the present western cards as per the images from the first As-Nas cards. s Nas is played with an arrangement of five subjects, all courts, each of which is rehashed either four or five times, for an aggregate number of 20 or 25 cards. Hence, there are no pip cards, nor suits, too. For the most part As-Nas cards were hand-painted on cardboard, and after that lacquered. (images below)
Part 3
All through this undertaking I utilized a wide range of propensities for a mathematician, yet the one that emerged in our diversion was critical thinking, for a very long time we didn't know how to make our amusement, on the off chance that we would print it or hand make it. At that point we at long last settled on printing it and spread out the work.
IN THE IMAGE BELOW: The issue I was explaining here is, What is the likelihood that you get at least two cards of a similar suit two adjusts in succession. At the best we have the possibility of getting no combos, at that point we have that number less one. This finds the likelihood of getting the two out of a line which is 36%. At that point underneath we have a tree demonstrating how the first round possibilities could function on the off chance that you got the correct combos.
Part 4
As far as I can tell I have a feeling that I buckled down this venture, yet I didn't generally discover that much new. There wasn't much that I didn't understand, the fact that the greater part of the things we took a shot at were audit for me. I was working constantly however it was for the most part bustling work for me and in light of this I couldn't respond to any call sheets. I regularly wound up doing challenge alternatives on worksheets, however more often than not they weren't hard. One thing that went extremely well for me was having the capacity to comprehend the diverse probabilities given that another likelihood was included. Typically it is hard for me to dismember word issues, however for this, the diverse terms appeared to click for me. On the off chance that I think back I see myself establishing huge numbers of the traits for a mathematician in light of the fact that a large number of the strategies for effective critical thinking in math fall into place easily for me shape hone. I frequently work out the issue and attempt to influence associations with this present reality by acting it out, beginning easy to attempt to and comprehend the entire inquiry, and speculating and checking In case I don't know how to take care of an issue. To keep developing as a mathematician I am taking the following level of math at Palomar School. The last class I took was extremely enlightening and helped me learn numerous new ideas; I trust this next semester I will learn the same amount of.
Probability- Probability is calculating the likelihood of a given event's occurrence, which is expressed as a number between 1 and 0.
Observed Probability- Observed probability is the probability from an experiment you did or observed.
Theoretical Probability- Theoretical Probability is the probability before the experiment has occurred.
Conditional Probability- Conditional probability is the probability something will happen to object A, given that object B’s occurrence happen.
Probability of Multiple Events- Probability of Multiple events is the probability of 2 or more event happening.
Expected Value- Expected value is a predicted value of a variable, calculated as the sum of all possible values each multiplied by the probability of its occurrence.
Two-Way Tables- Two-way table is a table that has an x and y axis, displaying information on a certain topic.
Tree Diagram- Tree Diagram is when there is 2 branches (heads and tells) the probability of each branch is written on the branch. The outcome is written at the end of the branch.
Joint Probability- Joint possibility is a statistical measure where the likelihood of two events occurring together and the same point in time are calculated. It is the probability of event y happening at the same time as event x.
Marginal Probability- Marginal Probability is the marginal distribution of a subset of a collection of random variables is the probability distribution of the variables contained in the subset. It gives the probabilities of various values of the variables in the subset without reference to the values of the other variables.
Part 2
For the majority of its life expectancy As-Nas existed with Ganjifa cards. As-Nas go back to the seventeenth century, (began in Persia) and around then a 25 card pack was utilized, with 5 suits, each suit having one court card and four numeral cards. Cards from the nineteenth century with the great As-Nas outlines can be found in different historical center accumulations. By 1877 As-Nas cards were progressively falling into neglect, being supplanted by European kinds. The cards may have had an impact on the present western cards as per the images from the first As-Nas cards. s Nas is played with an arrangement of five subjects, all courts, each of which is rehashed either four or five times, for an aggregate number of 20 or 25 cards. Hence, there are no pip cards, nor suits, too. For the most part As-Nas cards were hand-painted on cardboard, and after that lacquered. (images below)
Part 3
All through this undertaking I utilized a wide range of propensities for a mathematician, yet the one that emerged in our diversion was critical thinking, for a very long time we didn't know how to make our amusement, on the off chance that we would print it or hand make it. At that point we at long last settled on printing it and spread out the work.
IN THE IMAGE BELOW: The issue I was explaining here is, What is the likelihood that you get at least two cards of a similar suit two adjusts in succession. At the best we have the possibility of getting no combos, at that point we have that number less one. This finds the likelihood of getting the two out of a line which is 36%. At that point underneath we have a tree demonstrating how the first round possibilities could function on the off chance that you got the correct combos.
Part 4
As far as I can tell I have a feeling that I buckled down this venture, yet I didn't generally discover that much new. There wasn't much that I didn't understand, the fact that the greater part of the things we took a shot at were audit for me. I was working constantly however it was for the most part bustling work for me and in light of this I couldn't respond to any call sheets. I regularly wound up doing challenge alternatives on worksheets, however more often than not they weren't hard. One thing that went extremely well for me was having the capacity to comprehend the diverse probabilities given that another likelihood was included. Typically it is hard for me to dismember word issues, however for this, the diverse terms appeared to click for me. On the off chance that I think back I see myself establishing huge numbers of the traits for a mathematician in light of the fact that a large number of the strategies for effective critical thinking in math fall into place easily for me shape hone. I frequently work out the issue and attempt to influence associations with this present reality by acting it out, beginning easy to attempt to and comprehend the entire inquiry, and speculating and checking In case I don't know how to take care of an issue. To keep developing as a mathematician I am taking the following level of math at Palomar School. The last class I took was extremely enlightening and helped me learn numerous new ideas; I trust this next semester I will learn the same amount of.