Develop a probability distribution for a random variable defined for a sample space in which theoretical probabilities can be calculated; Compute and interpret the expected value of random variables.
I Can Statements
*I can develop a probability distribution for a random variable defined for a theoretical sample space.
*I can compute the expected value of random variables.
*I can interpret the expected value of random variables.
*Record multiple observations (or simulated samples) of random events and construct empirical models of the probability distributions. (MA.AII.DSP.4) & (MA.AA.DSP.5)
*Construct a theoretical model and apply the law of large numbers to show the relationship between the two models. (MA.AII.DSP.4)
*This course is a 4th year course in the Indiana sequence. The concepts and skills within the course extend to multiple post-secondary pathways and applications.
Clarifying Examples and Digital Resources
Click here for clarifying examples and digital resources aligned to Indiana standards. These are intended to expand each standard to support instruction in the classroom as evidenced by the Eight Mathematics Teaching Practices put forth by the National Council of Teachers of Mathematics (NCTM).