NCEA Level 3 Mathematics and Statistics (Statistics) (91585)
... formula gives æ æ æ æ æ = . æ6 æ æ6 æ 36 This is the same as not getting a five on the first roll (p = 5 / 6) and then getting either the one number that sums with the first number to make 5 on the second roll or getting a 5 (p = 1 / 6 ). This will continue for finishing in three rolls – you would w ...
... formula gives æ æ æ æ æ = . æ6 æ æ6 æ 36 This is the same as not getting a five on the first roll (p = 5 / 6) and then getting either the one number that sums with the first number to make 5 on the second roll or getting a 5 (p = 1 / 6 ). This will continue for finishing in three rolls – you would w ...
468KB - NZQA
... To calculate the P(A or B), either it is necessary to know that the events are mutually exclusive, so P(A and B) = 0, or it is necessary to know the value of P(A and B). In this case, we can’t assume P(A and B) = 0 as there will be people who play tennis and netball, so we are unable to calculate P( ...
... To calculate the P(A or B), either it is necessary to know that the events are mutually exclusive, so P(A and B) = 0, or it is necessary to know the value of P(A and B). In this case, we can’t assume P(A and B) = 0 as there will be people who play tennis and netball, so we are unable to calculate P( ...
5.1 - Twig
... Human eye color is controlled by a single pair of genes (one from the father and one from the mother) called a genotype. Brown eye color, B, is dominant over blue eye color, . Therefore, in the genotype B , consisting of one brown gene B and one blue gene , the brown gene dominates. A person with a ...
... Human eye color is controlled by a single pair of genes (one from the father and one from the mother) called a genotype. Brown eye color, B, is dominant over blue eye color, . Therefore, in the genotype B , consisting of one brown gene B and one blue gene , the brown gene dominates. A person with a ...
Chapter Six Discrete Probability Distributions
... Chapter Six Discrete Probability Distributions ...
... Chapter Six Discrete Probability Distributions ...
recitation1
... If you bet in accordance with your beliefs, but your beliefs violate the axioms, then you can be guaranteed to lose money to an opponent whose beliefs more accurately reflect the true state of the world. (Here, “betting” and “money” are proxies for “decision making” and “utilities”.) ...
... If you bet in accordance with your beliefs, but your beliefs violate the axioms, then you can be guaranteed to lose money to an opponent whose beliefs more accurately reflect the true state of the world. (Here, “betting” and “money” are proxies for “decision making” and “utilities”.) ...
slides
... If you bet in accordance with your beliefs, but your beliefs violate the axioms, then you can be guaranteed to lose money to an opponent whose beliefs more accurately reflect the true state of the world. (Here, “betting” and “money” are proxies for “decision making” and “utilities”.) ...
... If you bet in accordance with your beliefs, but your beliefs violate the axioms, then you can be guaranteed to lose money to an opponent whose beliefs more accurately reflect the true state of the world. (Here, “betting” and “money” are proxies for “decision making” and “utilities”.) ...
Unit 4: Statistics and Probability Grade 7 Standards Parent Resource
... Compare probabilities from a model to observed frequencies; if the agreement is not good, explain possible sources of the discrepancy. A botanist is investigating one square kilometer of rainforest and discovers 70 seedlings of plant A, 80 seedlings of plant B, and 50 seedlings of plant C. The botan ...
... Compare probabilities from a model to observed frequencies; if the agreement is not good, explain possible sources of the discrepancy. A botanist is investigating one square kilometer of rainforest and discovers 70 seedlings of plant A, 80 seedlings of plant B, and 50 seedlings of plant C. The botan ...
Summary of Chapter 5 Probability Modelsa
... space is disjoint (rolling a 2 is not the same as rolling a 3). An example of an event for this sample space might be rolling a 2. Another example of an event for this sample space might be rolling an even number (2, 4, or 6). The event rolling a 2 and the event rolling an even number are not disjoi ...
... space is disjoint (rolling a 2 is not the same as rolling a 3). An example of an event for this sample space might be rolling a 2. Another example of an event for this sample space might be rolling an even number (2, 4, or 6). The event rolling a 2 and the event rolling an even number are not disjoi ...
Theoretical probabilities
... Theoretical probability We use probability to describe uncertain events. When you accidentally drop a slice of bread, you don't know if it's going to fall with the buttered side facing upwards or downwards. When your favourite sports team plays a game, you don't know whether they will win or not. Wh ...
... Theoretical probability We use probability to describe uncertain events. When you accidentally drop a slice of bread, you don't know if it's going to fall with the buttered side facing upwards or downwards. When your favourite sports team plays a game, you don't know whether they will win or not. Wh ...
Probability
... Lawrence is the captain of his track team. The team is deciding on a color and all eight members wrote their choice down on equal size cards. If Lawrence picks one card at random, what is the probability that he will pick blue? blue ...
... Lawrence is the captain of his track team. The team is deciding on a color and all eight members wrote their choice down on equal size cards. If Lawrence picks one card at random, what is the probability that he will pick blue? blue ...
Probability - mrsmartinmath
... Lawrence is the captain of his track team. The team is deciding on a color and all eight members wrote their choice down on equal size cards. If Lawrence picks one card at random, what is the probability that he will pick blue? blue ...
... Lawrence is the captain of his track team. The team is deciding on a color and all eight members wrote their choice down on equal size cards. If Lawrence picks one card at random, what is the probability that he will pick blue? blue ...
Probability Distributions
... MACC.912.S-IC.1.2 Decide if a specified model is consistent with results from a given data-generating process, e.g., using simulation. MP 1 ...
... MACC.912.S-IC.1.2 Decide if a specified model is consistent with results from a given data-generating process, e.g., using simulation. MP 1 ...