Math

Daily Lessons and Supplemental Programs

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Math


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6th Grade -Offline Activities 2 per week

  • Cooking Conversions: Find a recipe. Identify the ingredients. Convert the measurement so that they are all a fraction. Then covert the measurements to decimals, and finally, percent. Order the numbers (ignoring the units cups, teaspoons, ounces) from least to greatest.

  • Make a multiplication chart on a spare sheet of paper. If you need a challenge mix up the numbers on the side before you start. (Dr. Rush, I can get you a picture example)

  • Integer War- you will need a deck of cards (you can remove face cards). With a partner each person lays down a card. Black cards have a positive value, red cards have a negative value. Each player multiplies the numbers. The person who says the correct value first gets to keep the cards. The player with the most cards at the end wins.

  • Find an object with triangles, rectangles, parallelograms, or trapezoids. Measure the sides and height to find the area of each shape. Put the areas and the opposite value of each area on a number line.

  • Use flashcards or create your own flash cards to practice addition, subtraction, multiplication and division. Create your own flash cards to practice all operations with negative numbers.

  • Look at the amount of an item in your pantry or refrigerator. Convert the amount to a different unit of measure. Examples: one gallon of milk = 4 quarts of milk 32 fluid ounces of juice = 1 quart of juice

  • Find 3 different sized boxes. Measure the length, width, and height and find the volume of each. Put the volumes in order from least to greatest.

  • Play a card game, a board game, or put a puzzle together. This reinforces math skills and critical thinking/problem solving skills.

  • Have your child time themselves doing different physical activities (10 jumping jacks, 25 sit-ups, 10 push-ups, etc.). Put the times in order from quickest to slowest.


7th Grade -Offline Activities 2 per week

  • Cooking Conversions: Find a recipe. Identify the ingredients. Convert the measurement so that they are all a fraction. Then covert the measurements to decimals, and finally, percent. Order the numbers (ignoring the units cups, teaspoons, ounces) from least to greatest.

  • Make a multiplication chart on a spare sheet of paper. If you need a challenge mix up the numbers on the side before you start. (Dr. Rush, I can get you a picture example)

  • Integer War- you will need a deck of cards (you can remove face cards). With a partner each person lays down a card. Black cards have a positive value, red cards have a negative value. Each player multiplies the numbers. The person who says the correct value first gets to keep the cards. The player with the most cards at the end wins.

  • Look at a recipe and adjust the amounts for each ingredient to make one third of the recipe. Put the original amounts and the new amounts on a number line.

  • Find a rectangular prism (box). Measure the length, width, and height. Calculate the volume of the box. Find a pyramid, and measure the base height, base length, and pyramid height. Calculate the volume of the pyramid.

  • Play a card game, a board game, or put a puzzle together. This reinforces math skills and critical thinking/problem solving skills.

  • Use flashcards or create your own flash cards to practice addition, subtraction, multiplication and division. Create your own flash cards to practice all operations with negative numbers.

  • Look at the amount of an item in your pantry or refrigerator. Convert the amount to a different unit of measure. Examples: one gallon of milk = 4 quarts of milk 32 fluid ounces of juice = 1 quart of juice

  • Look at a recipe and adjust the amounts for each ingredient to triple the recipe. Put the original amounts and the new amounts on a number line. Is there another way to write each of the numbers (fraction, decimal or percent)?

  • Find any 3-4 objects with triangles, rectangles, parallelograms, trapezoids, or circles. Measure the dimensions. Combine the shapes and find the total area of the composite figure.

  • Find a partner (or family member) to play rock, paper, scissors with. Predict the number of time you think you will win, lose, or tie. Play 50 rounds and record the results. How close were you on your prediction? What is the probability you will win, lose, or tie if you played 10 more times?


8th Grade -Offline Activities 2 per week

  • Cooking Conversions: Find a recipe. Identify the ingredients. Convert the measurement so that they are all a fraction. Then covert the measurements to decimals, and finally, percent. Order the numbers (ignoring the units cups, teaspoons, ounces) from least to greatest.

  • Make a multiplication chart on a spare sheet of paper. If you need a challenge mix up the numbers on the side before you start. (Dr. Rush, I can get you a picture example)

  • Integer War- you will need a deck of cards (you can remove face cards). With a partner each person lays down a card. Black cards have a positive value, red cards have a negative value. Each player multiplies the numbers. The person who says the correct value first gets to keep the cards. The player with the most cards at the end wins.

  • Take or draw 5 pictures of household items. Highlight or draw a straight line that you see. Identify if the line has a positive, negative, zero, or undefined slope. What could be a possible equation to represent the line?

  • Find 3 different sized cylinders. Calculate the volume of each cylinder. Order the volumes on a number line from least to greatest.

  • Find a rectangular prism (cereal box). Find the lateral and total surface area of the box.

  • Look at a recipe and adjust the amounts for each ingredient to triple the recipe. Put the original amounts and the new amounts on a number line. Create a table and graph to represent the relationship.

  • Play a card game, a board game, or put a puzzle together. This reinforces math skills and critical thinking/problem solving skills.

  • Draw the layout of your bedroom on a coordinate grid. Be sure to include various items in your layout (like your bed, or dresser). Use rules of translations, rotations, and reflections to transform the locations of the objects in your room to create a new layout. Be sure to include the rule used for each transformation.

  • Take or draw 5 pictures of household items. Highlight or draw a straight line that you see. Identify if the line has a positive, negative, zero, or undefined slope. What could be a possible equation to represent the line?

  • Have your child time themselves doing different physical activities (10 jumping jacks, 25 sit-ups, 10 push-ups, etc.). Put the times in order from quickest to slowest.

  • Research the cost of a local university or college. Determine the cost of tuition for the first 2 years of attendance. Calculate a savings plan of how much you or your parents will have to save every month for 4 years to cover the cost of the first 2 years of college at the college or university you selected.



Algebra I -Offline Activities 2 per week

  • Create your own flashcards of math facts (exponents, geometry vocabulary, one and two step equations, unit circle, etc.) and have a family member quiz you.

  • Graph/Table/Equation: Find one of each (or create your own) for linear functions and then create the other 3 representations to match. Write a sentence or two to explain how the representations are connected for each set.

  • Integer War- you will need a deck of cards (you can remove face cards). With a partner each person lays down a card. Black cards have a positive value, red cards have a negative value. Each player multiplies the numbers. The person who says the correct value first gets to keep the cards. The player with the most cards at the end wins.

  • Take or draw 5 pictures of household items. Highlight or draw a straight line that you see. Identify if the line has a positive, negative, zero, or undefined slope. What could be a possible equation to represent the line?

  • Find a real-world example of when a linear, quadratic, and exponential equation could be used to explain a set of data.

  • Table, Graph, Equation, Verbal Description Find one of each (or create your own) for linear functions and then create the other 3 representations to match. Write a sentence or two to explain how the representations are connected for each set.

  • Create and play a memory game that matches equations with their graph for linear, quadratic, and exponential functions.

  • Find one of each (or create your own) for linear functions and then create the other 3 representations to match. Write a sentence or two to explain how the representations are connected for each set.

  • Use flashcards or create your own flash cards to practice addition, subtraction, multiplication and division. Create your own flash cards to practice all operations with negative numbers.

  • Take or draw 5 pictures of household items. Highlight or draw a straight line that you see. Identify if the line has a positive, negative, zero, or undefined slope. What could be a possible equation to represent the line?

  • Play a card game, a board game, or put a puzzle together. This reinforces math skills and critical thinking/problem solving skills.

  • Table, Graph, Equation, Verbal Description Find one of each (or create your own) for quadratic functions and then create the other 3 representations to match. Write a sentence or two to explain how the representations are connected for each set.

  • Find a real-world example of when a linear, quadratic, and exponential equation could be used to explain a set of data.

  • Create a venn diagram to compare and contrast linear and quadratic functions.

  • Look at a recipe and adjust the amounts for each ingredient to triple the recipe. Put the original amounts and the new amounts on a number line. Create a table and graph to represent the relationship.


High School Math - Offline activities 2 per week

  • Create your own flashcards of math facts (exponents, geometry vocabulary, one and two step equations, unit circle, etc.) and have a family member quiz you.

  • Find one of each type of function(or create your own) linear, quadratic or exponentioal functions and then create the other 3 representations to match. Write a sentence or two to explain how the representations are connected for each set.

  • Your company is going to make frames as part of a new product they are launching. The frame will be cut out of a piece of steel, and to keep the weight down, the final area should be 28 cm2. The inside of the frame has to be 11 cm by 6 cm. What should the width x of the metal be? Hint: Find the area of steel before cutting and the area of steel after cutting out the 11 × 6 middle. Then solve graphically.

  • Take or draw 5 pictures of household items. Highlight or draw a straight line that you see. Identify if the line has a positive, negative, zero, or undefined slope. What could be a possible equation to represent the line?

  • Find a real-world example of when a linear, quadratic, and exponential equation could be used to explain a set of data.

  • Create and play a memory game that matches equations with their graph for linear, quadratic, exponential, cubic, and logarithmic functions. Play at least 5 times.

  • Play a card game, a board game, or put a puzzle together. This reinforces math skills and critical thinking/problem solving skills.

  • Create a foldable of the rules for transformations of functions. Show examples of each of the transformations both graphically and algebraically (write the equations).

  • Find a partner (or family member) to play rock, paper, scissors with. Predict the number of times you think you will win, lose, or tie. Play 50 rounds and record the results. How close were you on your prediction? Create a table and graphic representation. Try to write a “best fit” equation.

  • Think about 5 different math concepts you have learned about this year and create an image of a meme for each. Must include key information, or definition for another student to be able to clearly understand the concept you are referencing.

  • Explain what logarithms are and how logarithms and exponents are related. Include a graphic organizer to show the similarities and differences. (you may use a Venn Diagram)



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