Math One Plus First Semester Final Topics

  • Write, solve, and graph equations/inequalities (linear, exponential) given contexts
  • Write a system of linear equations given contexts
  • Write an equation that represents a situation involving interest
  • Solve inequalities and understand what they mean in context
  • Write a piece-wise function given a context
  • Solve and graph compound inequalities
  • Solve a linear system of equations
  • Graph a line
  • Recognize solutions of an equation given a point or graph
  • Solve and graph systems of linear inequalities
  • Write a recursive rule for a sequence
  • Write a recursive rule given a context
  • Find domain and range given a graph
  • Recognize the effect of changing parameters of a linear equation (What will the graph look like?)
  • Understand the effect of transformations of an absolute value function
  • Determine if a relation is a function
  • Find the first five terms of a sequence given a recursive formula
  • Write a function (explicit formula) that generates a given sequence
  • Pick out the correct graph of a given situation (context)
  • Find x- and y-intercepts of a linear equation
  • Interpret a piece-wise graph in context
  • Interpret a table of data (What’s going on?/Read it..)
  • Find intercepts given a graph
  • Describe end behavior given the graph of an exponential function
  • Interpret the graph of a situation in context (Understand it/read it/get information from it.)
  • Determine if a set of ordered pairs satisfies an exponential equation
  • Given a table of data, find a function that models the data
  • Determine if a set of ordered pairs satisfies a linear model
  • Context involving depreciation
  • Understand what is going on with the coordinates in exponential growth/decay
  • Understand what is going on with values of linear/exponential functions (How are the values of the function changing in those situations?)
  • Write a histogram given data
  • Write/understand/interpret a box-and-whisker plot for data
  • Describe a distribution (shape) of a histogram
  • Given a table of data find conditional relative frequency of an event
  • Recognize positive/negative/no correlation given a scatter plot
  • Recognize positive/negative/no correlation given a situation
  • Interpret/estimate correlation coefficient given a graph
  • Given residual plot determine which shows the best fit between a function and a data set
  • Given a scatter plot estimate slope of line of best fit

Test is NOT limited to the above topics

Approximately 50 questions

100 points / 20% of overall grade

Non-graphing calculator ok

Show all work