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Included in this zip folder are 75 high school math assignments on PDF files. These assignments can be completed at socrative.com or be printed. Each is on 1 page for easy printing. The 1st assignment is free in the preview section. A brief description and title of each:

Part 13

(1) 2 Way Frequency Tables Assignment #3 (24 questions)

This is a short answer assignment. The student finds missing values and 2 way tables. Some probability questions are asked.

(2) Advanced Factoring Assignment A (24 questions)

Recognize the sum and difference of 2 cubes as well as the difference of 2 squares

(3) Analyze a Parent Function Assignment B (12 questions)

This is a matching assignment. The student matches the graphs to its parent function. The functions are: y=lnx, y=sinx, y=cosx, y=x, y=x^2, y=x^3, y=intx, y=absx, y=e^x, y=1/(1+e^x), y=1/x and y=sqrtx.

(4) Analyze a Parent Function Assignment C (12 questions)

This is a matching assignment. The student matches the graphs to its parent function. The functions are: y=lnx, y=sinx, y=cosx, y=x, y=x^2, y=x^3, y=intx, y=absx, y=e^x, y=1/(1+e^x), y=1/x and y=sqrtx.

(5) Complex Numbers and DeMoivre's Theorem Assignment #1 (24 questions)

Recognize Trig and Standard forms and graph points on the complex plane

(6) Complex Numbers and DeMoivre's Theorem Assignment #2 (24 questions)

Finding roots of complex numbers

(7) Congruence Statements Assignment #1 (24 questions)

Write congruence stalemates in Geometry using symbols and definitions such as median, altitude and bisector

(8) Congruent Triangles Assignment A (15 questions)

Recognize congruence sequences such as AAS and ASA

(9) End Behavior Assignment #3(20 questions)

Finding left and right end behavior of functions

(10) Function Values Assignment #4 (24 questions)

Find function values from graphs, tables and rules. Composite and inverse function values are included

(11) Function Values Assignment #5 (24 questions)

Find function values from graphs, tables and rules. Composite and inverse function values are included

(12) Functions Assessment Assignment #1(40 questions)

A comprehensive review of functions including end behavior, odd and even, limits of discontinuity, function values, boundedness, domain and range

(13) Functions Assessment Assignment #2(40 questions)

A comprehensive review of functions including end behavior, odd and even, limits of discontinuity, function values, boundedness, domain and range

(14) Functions Assessment Assignment #3(40 questions)

A comprehensive review of functions including end behavior, odd and even, limits of discontinuity, function values, boundedness, domain and range

(15) Geometry Definitions Assignment #1 (32 questions)

Many definitions in Geometry are covered

(16) Geometry Definitions Assignment #3 (24 questions)

Many definitions in Geometry are covered

(17) Geometry Definitions Assignment #4 (24 questions)

Many definitions in Geometry are covered

(18) Geometry Definitions Assignment #6 (40 questions)

Many definitions in Geometry are covered

(19) Parabola Unit Assignment #4 (24 questions)

Finding the vertex in vertex form

(20) Parabola Unit Assignment #5 (24 questions)

Finding the vertex in different forms

(21) Parabola Unit Assignment #6 (20 questions)

Use transformational and vertex forms to write equations

(22) Parabola Unit Assignment #8 (24 questions)

Finding the vertex, focus and focal width endpoints of a parabola

(23) Parallel Lines Assignment #3A (15 questions)

Using and not using alternate interior, consecutive interior, corresponding and alternate exterior based upon lines being parallel or not parallel

(24) Parallel Lines Assignment #3B (15 questions)

Using and not using alternate interior, consecutive interior, corresponding and alternate exterior based upon lines being parallel or not parallel

(25) Parallel Lines Assignment #3E (15 questions)

Using and not using alternate interior, consecutive interior, corresponding and alternate exterior based upon lines being parallel or not parallel

Part 14

(1) Inverse Function Assignment A (24 questions)

The emphasis is input/output and reversing this process.

(2) Inverse Function Assignment A (24 questions)

The emphasis is input/output and its reversal, recognizing inverses of points on a graph and finding the inverse of function rules.

(3) Parallel Lines Assignment 3F (24 questions)

The student identifies all the angles a given as is equal to or supplementary with.

(4) Partitioned Assignment A (24 questions)

Rulers and state maps are used to identify a point "a/b" the way from one point to the other.

(5) Partitioned Assignment B (24 questions)

Rulers and state maps are used to identify a point "a/b" the way from one point to the other.

(6) Power Functions Assignment #2 (40 questions)

Students find or identify: the independent variable, the dependent variable, the power, constant of variation, graphs of power functions and missing values.

(7) Power Functions Assignment #3 (40 questions)

Students find or identify: the independent variable, the dependent variable, the power, constant of variation, graphs of power functions and missing values.

(8) Probability Assignment 4A (24 questions)

The student uses the conditional probability and addition rule formulas as well as finds the probability of independent and dependent events as well as dice sum probabilities.

(9) Probability Assignment 5C (40 questions)

A cumulative assignment on probabilities

(10) Probability Assignment 5D (40 questions)

A cumulative assignment on probabilities

(11) Pythagorean Theorem Assignment 1A (20 questions)

The emphasis is determining if 3 lengths make a right, acute or obtuse triangle. Or, the values may not make a triangle at all.

(12) Pythagorean Theorem Assignment 7 (24 questions)

The student finds a side of a right triangle and then uses it to find the perimeter or area of a triangle or rectangle.

(13) Pythagorean Theorem Assignment 8 (24 questions)

The student finds a side of a right triangle and then uses it to find the perimeter or area of a triangle or rectangle.

(14) Similar Triangles + Trig Assignment A(40 questions)

The student uses SSS, SAS and AAA sequencing, finds missing angles in triangles, finds missing sides of similar triangles, recognizes similar triangles and recognizes sine, cosine and tangent ratios.

(15) Similar Triangles + Trig Assignment A1 (40 questions)

The student uses SSS, SAS and AAA sequencing, finds missing angles in triangles, finds missing sides of similar triangles, recognizes similar triangles and recognizes sine, cosine and tangent ratios.

(16) Similar Triangles + Trig Assignment A2 (40 questions)

The student uses SSS, SAS and AAA sequencing, finds missing angles in triangles, finds missing sides of similar triangles, recognizes similar triangles and recognizes sine, cosine and tangent ratios.

(17) Similar Triangles Assignment 1 (20 questions)

Recognize similar figures and corresponding parts of similar figures

(18) Similar Triangles Assignment 2 (20 questions)

Recognize if triangles are similar and by what sequencing (SAS, SSS and AAA)

(19) Similar Triangles Assignment 4 (12 questions)

Recognize the steps in AAA similarity proofs

(20) Similar Triangles Assignment C (24 questions)

Recognize the sequencing of triangles (SAS, AAA and SSS)

(21) Sinusoids Assignment 3C (32 questions)

Given 4 different graphs, the student identifies the centerline, height, period and phase angle for y=sinx, y=cosx, y=-sinx and y=-cosx

(22)Transformations of Functions Assignment #6 (20 questions)

The student uses the transformations of functions to answer more challenging SAT type questions.

(23) Triangles Assignment 4 (24 questions)

The student uses the special properties of angle bisectors, medians and midsegments.

(24) Trig with no Calculator Assignment 5A (24 questions)

The student recognizes the 45-45-90 and 30-60-90 right triangles as well as identifies if sec, csc, tan, cot, sin and cos are positive or negative in a given quadrant.

(25) Writing a Function Rule Assignment 1 (24 questions)

The student identifies the independent and dependent variables and find specific values involving tax, interest, area, revenue, cost and profit

Part 15

(1) Coordinate Geometry Assignment #1 (20 questions)

The emphasis is determining if angles are right angles, lines are parallel or perpendicular.

(2) Coordinate Geometry Assignment #1 (20 questions)

The emphasis is completing figures on a grid to make types of triangles and quadrilaterals,

(3) Distance Formula Assignment #5 (20 questions)

The student uses the distance formula to later find the perimeter and real of triangles, rectangles and circles.

(4) Exponential Functions Assignment #1 (35 questions)

Input/outputs of exponentials are needed to graph some exponential functions.

(5) Exponential Functions Assignment #1A (24 questions)

The student identifies exponential functions and their graphs as wel as growth and decay rates.

(6) Exponential Functions Assignment #2 (24 questions)

It is like Assignment #1A

(7) Inverse Function Assignment C (24 questions)

Identify graphs that are functions and their inverse. Inputs/outputs into functions and graphs and mapping ovals both forwards and backwards.

(8) Linear Graphs Assignment #5 (15 questions)

Identify graphs of lines, writes equations of lines from a graph, uses parallel and perpendicular slopes to write an equation.

(9) Linear Graphs Assignment #6 (15 questions)

Is like #5

(10) Non Standard Transformations in Geometry Assignment #1 (24 questions)

Identifies equations of vertical and horizontal lines, rotates about points not the origin and reflects about lines not the x or y axis

(11) Quadratic Formula Assignment #1 (15 questions)

Solves quadratic equations. Solutions are Rational and Irrational.

(12) Quadratic Formula Assignment #1A (15 questions)

Solves quadratic equations. Solutions are Rational and Irrational.

(13) Quadratic Formula Assignment #2 (15 questions)

Solves quadratic equations. Solutions are Rational and Irrational.

(14) Quadratic Formula Assignment #3 (15 questions)

Solves quadratic equations. Solutions are Rational, Irrational and imaginary.

(15) Similar Triangles + Trig Assignment B (40 questions)

The student uses SSS, SAS and AAA sequencing, finds missing angles in triangles, finds missing sides of similar triangles, recognizes similar triangles and recognizes sine, cosine and tangent ratios.

(16) Similar Triangles + Trig Assignment B1 (40 questions)

The student uses SSS, SAS and AAA sequencing, finds missing angles in triangles, finds missing sides of similar triangles, recognizes similar triangles and recognizes sine, cosine and tangent ratios.

(17) Similar Triangles + Trig Assignment B2 (40 questions)

The student uses SSS, SAS and AAA sequencing, finds missing angles in triangles, finds missing sides of similar triangles, recognizes similar triangles and recognizes sine, cosine and tangent ratios.

(18) Standard to Vertex Form Assignment #1 (15 questions)

Coverts parabolas from standard to vertex form. All lead coefficients are 1 or -1.

(19) Standard to Vertex Form Assignment #1A (15 questions)

Coverts parabolas from standard to vertex form. All lead coefficients are 1 or -1.

(20) Standard to Vertex Form Assignment #1=3 (15 questions)

Coverts parabolas from standard to vertex form. All lead coefficients Integers.

(21) Transformations in Geometry Assignment #4 (24 questions)

Uses rotations, reflections, translations and dilations to transform points only.

(22)Transformations in Geometry Assignment #4A (24 questions)

Uses rotations, reflections, translations and dilations to transform points only.

(23) Transformations in Geometry Assignment #12 (20 questions)

Test prep questions about transformations.

(24) Trig with no Calculator Assignment 2A (24 questions)

Uses rotations to idntify the related angle in a right triangle and vice versa.

(25) Writing a Function Rule Assignment 1A (24 questions)

The student identifies the independent and dependent variables and find specific values involving tax, interest, area, revenue, cost and profit

Part 13

(1) 2 Way Frequency Tables Assignment #3 (24 questions)

This is a short answer assignment. The student finds missing values and 2 way tables. Some probability questions are asked.

(2) Advanced Factoring Assignment A (24 questions)

Recognize the sum and difference of 2 cubes as well as the difference of 2 squares

(3) Analyze a Parent Function Assignment B (12 questions)

This is a matching assignment. The student matches the graphs to its parent function. The functions are: y=lnx, y=sinx, y=cosx, y=x, y=x^2, y=x^3, y=intx, y=absx, y=e^x, y=1/(1+e^x), y=1/x and y=sqrtx.

(4) Analyze a Parent Function Assignment C (12 questions)

This is a matching assignment. The student matches the graphs to its parent function. The functions are: y=lnx, y=sinx, y=cosx, y=x, y=x^2, y=x^3, y=intx, y=absx, y=e^x, y=1/(1+e^x), y=1/x and y=sqrtx.

(5) Complex Numbers and DeMoivre's Theorem Assignment #1 (24 questions)

Recognize Trig and Standard forms and graph points on the complex plane

(6) Complex Numbers and DeMoivre's Theorem Assignment #2 (24 questions)

Finding roots of complex numbers

(7) Congruence Statements Assignment #1 (24 questions)

Write congruence stalemates in Geometry using symbols and definitions such as median, altitude and bisector

(8) Congruent Triangles Assignment A (15 questions)

Recognize congruence sequences such as AAS and ASA

(9) End Behavior Assignment #3(20 questions)

Finding left and right end behavior of functions

(10) Function Values Assignment #4 (24 questions)

Find function values from graphs, tables and rules. Composite and inverse function values are included

(11) Function Values Assignment #5 (24 questions)

Find function values from graphs, tables and rules. Composite and inverse function values are included

(12) Functions Assessment Assignment #1(40 questions)

A comprehensive review of functions including end behavior, odd and even, limits of discontinuity, function values, boundedness, domain and range

(13) Functions Assessment Assignment #2(40 questions)

A comprehensive review of functions including end behavior, odd and even, limits of discontinuity, function values, boundedness, domain and range

(14) Functions Assessment Assignment #3(40 questions)

A comprehensive review of functions including end behavior, odd and even, limits of discontinuity, function values, boundedness, domain and range

(15) Geometry Definitions Assignment #1 (32 questions)

Many definitions in Geometry are covered

(16) Geometry Definitions Assignment #3 (24 questions)

Many definitions in Geometry are covered

(17) Geometry Definitions Assignment #4 (24 questions)

Many definitions in Geometry are covered

(18) Geometry Definitions Assignment #6 (40 questions)

Many definitions in Geometry are covered

(19) Parabola Unit Assignment #4 (24 questions)

Finding the vertex in vertex form

(20) Parabola Unit Assignment #5 (24 questions)

Finding the vertex in different forms

(21) Parabola Unit Assignment #6 (20 questions)

Use transformational and vertex forms to write equations

(22) Parabola Unit Assignment #8 (24 questions)

Finding the vertex, focus and focal width endpoints of a parabola

(23) Parallel Lines Assignment #3A (15 questions)

Using and not using alternate interior, consecutive interior, corresponding and alternate exterior based upon lines being parallel or not parallel

(24) Parallel Lines Assignment #3B (15 questions)

Using and not using alternate interior, consecutive interior, corresponding and alternate exterior based upon lines being parallel or not parallel

(25) Parallel Lines Assignment #3E (15 questions)

Using and not using alternate interior, consecutive interior, corresponding and alternate exterior based upon lines being parallel or not parallel

Part 14

(1) Inverse Function Assignment A (24 questions)

The emphasis is input/output and reversing this process.

(2) Inverse Function Assignment A (24 questions)

The emphasis is input/output and its reversal, recognizing inverses of points on a graph and finding the inverse of function rules.

(3) Parallel Lines Assignment 3F (24 questions)

The student identifies all the angles a given as is equal to or supplementary with.

(4) Partitioned Assignment A (24 questions)

Rulers and state maps are used to identify a point "a/b" the way from one point to the other.

(5) Partitioned Assignment B (24 questions)

Rulers and state maps are used to identify a point "a/b" the way from one point to the other.

(6) Power Functions Assignment #2 (40 questions)

Students find or identify: the independent variable, the dependent variable, the power, constant of variation, graphs of power functions and missing values.

(7) Power Functions Assignment #3 (40 questions)

Students find or identify: the independent variable, the dependent variable, the power, constant of variation, graphs of power functions and missing values.

(8) Probability Assignment 4A (24 questions)

The student uses the conditional probability and addition rule formulas as well as finds the probability of independent and dependent events as well as dice sum probabilities.

(9) Probability Assignment 5C (40 questions)

A cumulative assignment on probabilities

(10) Probability Assignment 5D (40 questions)

A cumulative assignment on probabilities

(11) Pythagorean Theorem Assignment 1A (20 questions)

The emphasis is determining if 3 lengths make a right, acute or obtuse triangle. Or, the values may not make a triangle at all.

(12) Pythagorean Theorem Assignment 7 (24 questions)

The student finds a side of a right triangle and then uses it to find the perimeter or area of a triangle or rectangle.

(13) Pythagorean Theorem Assignment 8 (24 questions)

The student finds a side of a right triangle and then uses it to find the perimeter or area of a triangle or rectangle.

(14) Similar Triangles + Trig Assignment A(40 questions)

The student uses SSS, SAS and AAA sequencing, finds missing angles in triangles, finds missing sides of similar triangles, recognizes similar triangles and recognizes sine, cosine and tangent ratios.

(15) Similar Triangles + Trig Assignment A1 (40 questions)

The student uses SSS, SAS and AAA sequencing, finds missing angles in triangles, finds missing sides of similar triangles, recognizes similar triangles and recognizes sine, cosine and tangent ratios.

(16) Similar Triangles + Trig Assignment A2 (40 questions)

The student uses SSS, SAS and AAA sequencing, finds missing angles in triangles, finds missing sides of similar triangles, recognizes similar triangles and recognizes sine, cosine and tangent ratios.

(17) Similar Triangles Assignment 1 (20 questions)

Recognize similar figures and corresponding parts of similar figures

(18) Similar Triangles Assignment 2 (20 questions)

Recognize if triangles are similar and by what sequencing (SAS, SSS and AAA)

(19) Similar Triangles Assignment 4 (12 questions)

Recognize the steps in AAA similarity proofs

(20) Similar Triangles Assignment C (24 questions)

Recognize the sequencing of triangles (SAS, AAA and SSS)

(21) Sinusoids Assignment 3C (32 questions)

Given 4 different graphs, the student identifies the centerline, height, period and phase angle for y=sinx, y=cosx, y=-sinx and y=-cosx

(22)Transformations of Functions Assignment #6 (20 questions)

The student uses the transformations of functions to answer more challenging SAT type questions.

(23) Triangles Assignment 4 (24 questions)

The student uses the special properties of angle bisectors, medians and midsegments.

(24) Trig with no Calculator Assignment 5A (24 questions)

The student recognizes the 45-45-90 and 30-60-90 right triangles as well as identifies if sec, csc, tan, cot, sin and cos are positive or negative in a given quadrant.

(25) Writing a Function Rule Assignment 1 (24 questions)

The student identifies the independent and dependent variables and find specific values involving tax, interest, area, revenue, cost and profit

Part 15

(1) Coordinate Geometry Assignment #1 (20 questions)

The emphasis is determining if angles are right angles, lines are parallel or perpendicular.

(2) Coordinate Geometry Assignment #1 (20 questions)

The emphasis is completing figures on a grid to make types of triangles and quadrilaterals,

(3) Distance Formula Assignment #5 (20 questions)

The student uses the distance formula to later find the perimeter and real of triangles, rectangles and circles.

(4) Exponential Functions Assignment #1 (35 questions)

Input/outputs of exponentials are needed to graph some exponential functions.

(5) Exponential Functions Assignment #1A (24 questions)

The student identifies exponential functions and their graphs as wel as growth and decay rates.

(6) Exponential Functions Assignment #2 (24 questions)

It is like Assignment #1A

(7) Inverse Function Assignment C (24 questions)

Identify graphs that are functions and their inverse. Inputs/outputs into functions and graphs and mapping ovals both forwards and backwards.

(8) Linear Graphs Assignment #5 (15 questions)

Identify graphs of lines, writes equations of lines from a graph, uses parallel and perpendicular slopes to write an equation.

(9) Linear Graphs Assignment #6 (15 questions)

Is like #5

(10) Non Standard Transformations in Geometry Assignment #1 (24 questions)

Identifies equations of vertical and horizontal lines, rotates about points not the origin and reflects about lines not the x or y axis

(11) Quadratic Formula Assignment #1 (15 questions)

Solves quadratic equations. Solutions are Rational and Irrational.

(12) Quadratic Formula Assignment #1A (15 questions)

Solves quadratic equations. Solutions are Rational and Irrational.

(13) Quadratic Formula Assignment #2 (15 questions)

Solves quadratic equations. Solutions are Rational and Irrational.

(14) Quadratic Formula Assignment #3 (15 questions)

Solves quadratic equations. Solutions are Rational, Irrational and imaginary.

(15) Similar Triangles + Trig Assignment B (40 questions)

The student uses SSS, SAS and AAA sequencing, finds missing angles in triangles, finds missing sides of similar triangles, recognizes similar triangles and recognizes sine, cosine and tangent ratios.

(16) Similar Triangles + Trig Assignment B1 (40 questions)

The student uses SSS, SAS and AAA sequencing, finds missing angles in triangles, finds missing sides of similar triangles, recognizes similar triangles and recognizes sine, cosine and tangent ratios.

(17) Similar Triangles + Trig Assignment B2 (40 questions)

The student uses SSS, SAS and AAA sequencing, finds missing angles in triangles, finds missing sides of similar triangles, recognizes similar triangles and recognizes sine, cosine and tangent ratios.

(18) Standard to Vertex Form Assignment #1 (15 questions)

Coverts parabolas from standard to vertex form. All lead coefficients are 1 or -1.

(19) Standard to Vertex Form Assignment #1A (15 questions)

Coverts parabolas from standard to vertex form. All lead coefficients are 1 or -1.

(20) Standard to Vertex Form Assignment #1=3 (15 questions)

Coverts parabolas from standard to vertex form. All lead coefficients Integers.

(21) Transformations in Geometry Assignment #4 (24 questions)

Uses rotations, reflections, translations and dilations to transform points only.

(22)Transformations in Geometry Assignment #4A (24 questions)

Uses rotations, reflections, translations and dilations to transform points only.

(23) Transformations in Geometry Assignment #12 (20 questions)

Test prep questions about transformations.

(24) Trig with no Calculator Assignment 2A (24 questions)

Uses rotations to idntify the related angle in a right triangle and vice versa.

(25) Writing a Function Rule Assignment 1A (24 questions)

The student identifies the independent and dependent variables and find specific values involving tax, interest, area, revenue, cost and profit

Total Pages

150 pages

Answer Key

Included

Teaching Duration

N/A