RATTAN HIGH SCHOOL

CURRICULUM MAP FOR ALGEBRA 1

 

 

MONTH

CONTENT

SKILLS

 

AUG-

SEPT.

NUMBER SENSE

& ALGEBRAIC

OPERATIONS

  • (1.2A) SIMPLIFY AND EVALUATE  LINEAR AND ABSOLUTE VALUE EXPRESSIONS.
  • (1.2A)SIMPLIFY RATIONAL AND RADICAL EXPRESSIONS.
  • (1.1) TRANSLATE WORD PHRASES AND SENTENCES INTO EXPRESSIONS AND EQUATIONS AND VICE VERSA.
  • (1.2B) SIMPLIFY POLYNOMIALS BY ADDING, SUBTRACTING, OR MULTIPLYING.

 

OCTOBER

NUMBER SENSE & ALGEBRAIC OPERATIONS,  RELATIONS & FUNCTIONS

  • (1.2B) SIMPLIFY POLYNOMIALS BY ADDING, SUBTRACTING, OR MULTIPLYING.
  • (2.1A) DISTINGUISH BETWEEN LINEAR AND NONLINEAR DATA.
  • (3.2) COLLECT DATA INVOLVING TWO VARIABLES AND DISPLAY ON A SCATTER PLOT; INTERPRET RESULTS USING A LINEAR MODEL/EQUATION AND IDENTIFY WHETHER THE MODEL/EQUATION IS A LINE BEST FIT FOR THE DATA (e.g. given a scatter plot and several linear equations, which one is the best fit?)
  • (2.6A) SOLVE LINEAR EQUATIONS BY GRAPHING OR USING PROPERTIES OF EQUALITY.
  • (2.6B) SOLVE LINEAR INEQUALITIES BY GRAPHING OR USING PROPERTIES OF INEQUALITIES.
  • (2.6C)MATCH APPROPRIATE EQUATIONS OR INEQUALITIES (WITH 1 OR 2 VARIABLES) TO A GRAPH, TABLE, OR SITUATION AND VICE VERSA.

 

NOVEMBER

RELATIONS AND FUNCTIONS

  • (2.1B)DISTINGUISH BETWEEN RELATIONS AND FUNCTIONS.
  • (2.1C)IDENTIFY DEPENDENT AND INDEPENDENT VARIABLES, DOMAIN AND RANGE.
  • (2.1D)EVALUATE A FUNCTION USING TABLES, EQUATIONS, OR GRAPHS.
  • (2.3)CALCULATE THE SLOPE OF A LINE USING A GRAPH, AN EQUATION, TWO POINTS OR A SET OF DATA POINTS.

 

DECEMBER

RELATIONS AND FUNCTIONS

  • (2.4) DEVELOP THE EQUATION OF A LINE AND GRAPH LINEAR RELATIONSHIPS GIVEN THE FOLLOWING:

 

v    SLOPE AND Y-INTERCEPT

v    SLOPE AND ONE POINT ON THE LINE

v    TWO POINTS ON THE LINE

v    X-INTERCEPT AND Y-INTERCEPT

v    A SET OF DATA POINTS

JANUARY

RELATIONS AND FUNCTIONS

  • (2.5A) USE THE SLOPE TO DIFFERENTIATE BETWEEN LINES THAT ARE PARALLEL, PERPENDICULAR, HORIZONTAL, OR VERTICAL.
  • (2.5B) INTERPRET THE SLOPE AND INTERCEPTS WITHIN THE CONTEXT OF EVERYDAY LIFE (e.g. telephone charges based on base rate [y-intercept] plus rate per minute [slope]).
  • (2.2) RECOGNIZE THE PARENT GRAPH OF THE FUNCTIONS, y=k, y=x, y=|x| and predict the effects of transformations on the parent graph (e.g. y=|x| + 2, change slope, change intercepts, change slope and intercept).
  • (2.8) PROBLEM SOLVING USING CONCEPTS SUCH AS RULES OF EXPONENTS, PROBABILITY, RATE, DISTANCE, RATIO AND PROPORTION, MEASURES OF CENTRAL TENDENCY AND PERCENT.

 

FEBRUARY

RELATIONS AND FUNCTIONS

  • (2.7) SOLVE A SYSTEM OF LINEAR EQUATIONS BY GRAPHING, SUBSTITUTION, OR ELIMINATION.
  • (2.9A) MATCH EXPONENTIAL AND QUADRATIC FUNCTIONS TO A TABLE, GRAPH OR SITUATION AND VICE VERSA.
  • (2.9B) SOLVE QUADRATIC EQUATIONS BY GRAPHING, FACTORING, OR USING THE QUADRATIC FORMULA.

 

MARCH

DATA ANALYSIS & STATISTICS

  • (3.1A) TRANSLATE FROM ONE REPRESENTATION OF DATA TO ANOTHER AND UNDERSTAND THAT THE DATA CAN BE REPRESENTED USING A VARIETY OF TABLES, GRAPHS, OR SYMBOLS AND THAT DIFFERENT MODES OF REPRESENTATION OFTEN CONVVEY DIFFERENT MESSAGES.
  • (3.1B) MAKE VALID INFERENCES, PREDICTIONS, AND/OR ARGUMENTS BASED ON DATA FROM GRAPHS, TABLES, AND CHARTS.
  • REVIEW BY WORKING SAMPLE TEST ITEMS FOR THE (EOI).

 

APRIL  

EOI REVIEW

  • REVIEW BY WORKING SAMPLE TEST ITEMS FOR THE (EOI).
  • REVIEW BY REINFORCING MAJOR CONCEPTS COVERED ON THE (EOI).

 

MAY

PROBLEM SOLVING

  • (2.8) SOLVE TWO-STEP AND THREE-STEP PROBLEMS USING CONCEPTS SUCH AS RULES OF EXPONENTS, PROBABILITY, RATE, DISTANCE, RATIO AND PROPORTION, MEASURES OF CENTRAL TENDENCY, AND PERCENT.
  • (2.8) USE THE FORMULAS FROM MEASURABLE ATTRIBUTES OF GEOMETRIC MODELS (PERIMETER, CIRCUMFERENCE, AREA, AND VOLUME), SCIENCE, AND STATISTICS TO SOLVE PROBLEMS WITHIN AN ALGEBRAIC CONTEXT.
  • PREPARE FOR ALGEBRA 2 BY SOLVING QUADRATIC EQUATIONS AND MAKING PREDICTIONS BY ANALYZING THE EQUATION OR GRAPH.