Make Math Make Sense

30 compound inequality graphs to write inequalities for. Please note these are hand drawn 'and' or 'or' graphs with a mixture of open and/or closed circles. Some graphs have both open circles, some have both closed circles and some have one of each. There is also a mixture of positive and negative values. The number lines are not fully numbered, only the points are numbered. I find students struggle to write compound inequalities from graphs, so created this for extra practice.

#1-3 equation are in slope intercept form - identify slope and y-intercept then graph #4-6 equations are not in slope intercept form - put in slope intercept form then identify the slope, y-intercept, and then graph. Answer key provided

Slope lines activity rise over run graph 0 undefined included.

Use packs of fun size m&ms for this activity! Students can use a pack of m&ms to calculate probability of a single event, of mutually exclusive events, of independent events and dependent events based on the m&ms in their bag. Great for groups, pairs or individual work!

Function notation graphs. Use the graph to evaluate functions.

#1-9 put in slope-intercept form #10-15 given an equation in slope-intercept form, provide a graph #16-18 given a slope and y-intercept, write an equation in slope-intercept form #19-24 given a graph, provide an equation for the line. Answer key provided

Set of 36 cards: 12 graphs 12 inequalities 12 interval notation Just cut out and match! 7 are compound, 5 are regular

This worksheet includes 16 real world problems that can be solved with systems of 2 equations. The equations are designed to be written in standard form, so they would be best to solve using elimination or matrices. For 9 of the problems the variables are defined, but for 7 of them there are blanks to fill in to define the variables. The first 8 problems can be solved by writing one equation to represent the total "count" and a second equation to represent the total "value/cost". Ex: There is o

Handout/ worksheet provides brief overview of absolute value with examples. #1-20 simplify, #21-30 Evaluate given values for variables.

This worksheet includes 8 real world problems that can be solved with systems of 2 equations. The equations are designed to be written in standard form, so they would be best to solve using elimination or matrices. For the first 4 problems the variables are defined, but for the last 4 there are blanks to fill in to define the variables. These problems are numbered 9-16 as this is designed to be part 2. Please see my "count/value systems of equations word problems for 1-8". All problems can be s

This worksheet includes 8 real world problems that can be solved with systems of 2 equations. The equations are designed to be written in standard form, so they would be best to solve using elimination or matrices. For the first 5 problems the variables are defined, but for the last 3 there are blanks to fill in to define the variables. All problems can be solved by writing one equation to represent the total "count" and a second equation to represent the total "value/cost". Ex: There is one co

Graphic Organizer provides example of consistent independent, consistent dependent and inconsistent systems. Students graph each in space provided then determine if the slopes and y-intercepts were the same or different.

43 various one step multiplication / division equations. Includes negative fractions (numerator and or denominator).

Quadratic function forms chart (organizer/notes): Compares standard form, vertex form, and factored form and how to find the x-intercept(s) (zeros), y-intercept, axis of symmetry, and vertex from each.

Introduction to quadratic functions in standard form. Identify the a, b, and c values, determine if the parabola opens up or down, will have a maximum or minimum, calculate the axis of symmetry and vertex point as well as the y intercept.

#1-4 Simplify absolute value expressions #5-8 Solve absolute value equations #9-12 Solve and graph absolute value inequalities #13-14 Absolute value inequality word problems Answer key provided. See (ws A) for additional practice in same format.

This is an attempt to review the rules for multiplying and adding positive and negative numbers. So many of my students struggle to factor quadratics because they cannot add, subtract, or multiply without a calculator. The first page could be used separately as a review (xx=x^2, x+x=2x, x-x=0, x/x=1 *assume not equal to zero and xx=x^2 again to really focus on quadratics). At the bottom it has space for students to Rewrite the following: ax2+bx+c When a = 1, the numbers in the factors ( ) will

Equation matching game/cards: Multiple step - variable on one side (distribute and combine like terms on one side). Single variable Equation Flash Cards - Matching game Set of 48 equations/solutions These will need to be copied and cut or cut and folded if you want the answer to be on the back. Each page provides 3 equation cards with 3 corresponding solution cards, so you can use as many or few problems as desired. The equation cards are letters A through VV. There is a solutions page that prov

Identify points coordinates ordered pairs from given graph A-Z

This is my attempt to help students remember the first 10 perfect squares! I don't know what else to do because so many of them struggle with their times tables. The first page has them re-write 10 times each 1 x 1 =1, 2x2=4, 3x3=9....10x10=100, then the second page has them re-write 10 times each take the square root of the first 10 perfect squares created on the other side.