8F2 Mathematics
Weekly outline
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING statistics of sea life by learning out how to read and draw graphs.
- We are EXPLORING statistics of sea life by learning how to find the mean, median, mode and range.
Success Criteria:
- I can recognise and name different types of graphs
- I can use a tally chart to draw a bar graph
Activities:
- 100 numbers game in order to learn how we should be working together in a group
- analysing graphs that other people have made and making inferences from them
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING statistics of sea life by learning out how to read and draw graphs.
- We are EXPLORING statistics of sea life by learning how to find the mean, median, mode and range.
Success Criteria:
- I can Organise and divide numbers to find the ‘mean’
- Locate the middle number to find the ‘median’
- Recognise that in some cases I need to find the average of two to get the median
Activities:
- making graphs based on class data
- using class data to calculate the mean, median, mode and range of results
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING statistics of sea life by learning out how to read and draw graphs.
- We are EXPLORING statistics of sea life by learning how to find the mean, median, mode and range.
Success Criteria:
- I can Organise and divide numbers to find the ‘mean’
- Locate the middle number to find the ‘median’
- Recognise that in some cases I need to find the average of two to get the median
Activities:
- making graphs based on class data
- using class data to calculate the mean, median, mode and range of results
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FOCUS / ARONGA learning intentions:
- We are FOCUSING on the statistics of blue whales by identifying features of graphs made by blue whale scientists
- We are FOCUSING on the statistics of blue whales by describing what the graph features mean for blue whales and their conservation
Success Criteria:
- I can read a line graph and extract the relevant information
Activities:
- Giants of the sea worksheet 1 on Google Classroom
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FOCUS / ARONGA learning intentions:
- We are FOCUSING on the statistics of blue whales by identifying features of graphs made by blue whale scientists
- We are FOCUSING on the statistics of blue whales by describing what the graph features mean for blue whales and their conservation
Success Criteria:
- I can read a line graph and extract the relevant information
Activities:
- Giants of the sea worksheet 2 on Google Classroom
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FOCUS / ARONGA learning intentions:
- We are FOCUSING on statistics by solving how to draw box and whisker plots
Success Criteria:
- I can calculate the median from a set of data
- I can calculate upper and lower quartiles
- I can calculate interquartile range
- I can draw a box and whisker plot from a set of data using the above values
Activities:
- drawing box and whisker plots from our class data
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FOCUS / ARONGA learning intentions:
- We are FOCUSING on the statistics by solving how to draw box and whisker plots
PLAN & DO / WHAKAMAHI learning intentions:
- We are PLANNING on writing a statistics report on sea life so that we can identify ways that we can help our Aotearoa sea life
Success Criteria:
- I can calculate the median from a set of data
- I can calculate upper and lower quartiles
- I can calculate interquartile range
- I can draw a box and whisker plot from a set of data using the above values
Activities:
- drawing box and whisker plots from our class data
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PLAN & DO / WHAKAMAHI learning intentions:
- We are PLANNING on writing a statistics report on sea life so that we can identify ways that we can help our Aotearoa sea life
Success Criteria:
- I can think of a problem relating to shark populations
- I can calculate the median from a set of data
- I can calculate upper and lower quartiles
- I can calculate interquartile range
- I can draw a box and whisker plot from a set of data using the above values
- I can draw a histogram
- I can draw a stem and leaf plot
- I can write a statistical conclusion
Activities:
- completing Assessment 1
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PLAN & DO / WHAKAMAHI learning intentions:
- We are PLANNING on writing a statistics report on sea life so that we can identify ways that we can help our Aotearoa sea life
Success Criteria:
- I can think of a problem relating to shark populations
- I can calculate the median from a set of data
- I can calculate upper and lower quartiles
- I can calculate interquartile range
- I can draw a box and whisker plot from a set of data using the above values
- I can draw a histogram
- I can draw a stem and leaf plot
- I can write a statistical conclusion
Activities:
- completing Assessment 1
- filling out Census at School data
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REFLECT / WHAIWHAKAARO learning intentions:
- We are REFLECTING on the things we have learned about statistics by solving group problems involving statistics
Success Criteria:
- I can use problem solving and communication skills to investigate and solve problems
Activities:
- four triangles puzzle
- bryony’s triangle
- ice cream scoop
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REFLECT / WHAIWHAKAARO learning intentions:
- We are REFLECTING on the things we have learned about statistics by solving group problems involving statistics
Success Criteria:
- I can use problem solving and communication skills to investigate and solve problems
Activities:
- Week of Inspirational Maths Days 1 and 2
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING the scales and measurement by interpreting temperature scales and measurement scales
Success Criteria:
- I can read a thermometer
- I can identify the correct scale of measurement to use in different situations
- I can convert between mm, cm, m, and km
Activities:
- Reading temperatures of different water (hot water, tap water, and ice water)
- Making a graph of our results
- Reading and interpreting scales worksheet on Google Classroom
- Converting units of time (in class)
- Converting units of measurement worksheet on on Google Classroom
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING the geometry of obstacle courses by analysing shapes and their properties
Success Criteria:
- I can draw a rectangle and calculate its perimeter and area
- I can draw a circle and calculate its circumference and area
- I can draw a parallelogram and calculate its circumference and area
- I can draw a triangle and calculate its circumference and area
- I can draw a trapezium and calculate its circumference and area
Activities:
- drawing rectangles and calculating area and perimeter
- rectangles worksheet on Google Classroom
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING the geometry of obstacle courses by analysing shapes and their properties
Success Criteria:
- I can draw a rectangle and calculate its perimeter and area
- I can draw a circle and calculate its circumference and area
- I can draw a parallelogram and calculate its circumference and area
- I can draw a triangle and calculate its circumference and area
- I can draw a trapezium and calculate its circumference and area
Activities:
- Working on Assessment 2: design an obstacle course
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING the geometry of obstacle courses by analysing shapes and their properties
Success Criteria:
- I can draw a rectangle and calculate its perimeter and area
- I can draw a circle and calculate its circumference and area
- I can draw a parallelogram and calculate its circumference and area
- I can draw a triangle and calculate its circumference and area
- I can draw a trapezium and calculate its circumference and area
Activities:
- Assessment 2: design an obstacle course
- drawing triangles and calculating area and perimeter
- triangles worksheet on Google Classroom
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING the geometry of obstacle courses by analysing shapes and their properties
Success Criteria:
- I can draw a rectangle and calculate its perimeter and area
- I can draw a circle and calculate its circumference and area
- I can draw a parallelogram and calculate its circumference and area
- I can draw a triangle and calculate its circumference and area
- I can draw a trapezium and calculate its circumference and area
Activities:
- Assessment 2: design an obstacle course
- drawing parallelograms and calculating area and perimeter
- parallelograms worksheet on Google Classroom
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PLAN & DO / WHAKAMAHI learning intentions:
- We are PLANNING to create an obstacle course so that we can demonstrate our knowledge of calculating the area and perimeter of shapes
FOCUS / ARONGA learning intentions:
- We are FOCUSING on developing our knowledge of the properties of shapes to solve for perimeter, area and volume
- We are FOCUSING on clarifying our knowledge on the properties of rectangles, triangles, and circles
Success Criteria:
- I can draw a rectangle and calculate its perimeter and area
- I can draw a circle and calculate its circumference and area
- I can draw a parallelogram and calculate its circumference and area
- I can draw a triangle and calculate its circumference and area
- I can draw a trapezium and calculate its circumference and area
Activities:
- Assessment 2: design an obstacle course
- drawing trapeziums and calculating area and perimeter
- trapeziums worksheet on Google Classroom
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PLAN & DO / WHAKAMAHI learning intentions:
- We are PLANNING to create an obstacle course so that we can demonstrate our knowledge of calculating the area and perimeter of shapes
FOCUS / ARONGA learning intentions:
- We are FOCUSING on developing our knowledge of the properties of shapes to solve for perimeter, area and volume
- We are FOCUSING on clarifying our knowledge on the properties of rectangles, triangles, and circles
Success Criteria:
- I can draw a rectangle and calculate its perimeter and area
- I can draw a circle and calculate its circumference and area
- I can draw a parallelogram and calculate its circumference and area
- I can draw a triangle and calculate its circumference and area
- I can draw a trapezium and calculate its circumference and area
Activities:
- Assessment 2: design an obstacle course
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING measurement and geometry by investigating coordinates
Success Criteria:
- I can draw a cartesian plane with x and y axes labeled correctly
- I can plot coordinate points on a cartesian plane
- I can write the coordinates of different points on a cartesian plane
Activities:
- Drawing cartesian plane in our books and plotting different coordinate points on it
- Finishing shapes by finding the missing point and identifying the coordinates of that point
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING measurement and geometry by investigating coordinates
Success Criteria:
- I can draw a cartesian plane with x and y axes labeled correctly
- I can plot coordinate points on a cartesian plane
- I can write the coordinates of different points on a cartesian plane
Activities:
- Drawing a shape based on a list of coordinates (similar to a join the dots drawing but the coordinates tell you where the dots are)
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FOCUS / ARONGA learning intentions:
- We are FOCUSING on developing our knowledge of shapes by designing cities and rooms on isometric dot paper
EXPLORE / TŪHURA learning intentions:
- We are EXPLORING measurement and geometry by investigating coordinates
Success Criteria:
- I can draw a cartesian plane with x and y axes labeled correctly
- I can plot coordinate points on a cartesian plane
- I can write the coordinates of different points on a cartesian plane
- I can convert 3D shapes into shapes on isometric paper
Activities:
- Drawing a shape based on a list of coordinates (similar to a join the dots drawing but the coordinates tell you where the dots are)
- Designing our own join the dots with coordinates
- Drawing cities and rooms on isometric dot paper
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FOCUS / ARONGA learning intentions:
- We are FOCUSING on the finances of different political parties by discussing their budgets
- We are FOCUSING on rates and ratios by investigating the prices of period products
- We are FOCUSING on the fibonacci sequence and the patterns it holds
Success Criteria:
- I can use a rule to generate the next numbers in a sequence
- I can draw a Fibonacci spiral using squares with Fibonacci side lengths
- I have found a pattern of odd and even numbers in the sequence
Activities:
- drawing a family tree of bees and finding the patterns within it. Making a rule with this information and using it to generate the next numbers of bees
- drawing a table and filling it with the numbers of the fibonacci sequence
- make the fibonacci sequence with coloured cubes
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING rates and ratios by analysing cost of living in Auckland
- We are EXPLORING algebra by investigating financial mathematics
FOCUS / ARONGA learning intentions:
- We are FOCUSING on the finances of different political parties by discussing their budgets
- We are FOCUSING on rates and ratios by investigating the prices of period products
- We are FOCUSING on the fibonacci sequence and the patterns it holds
Success Criteria:
- I can use a rule to generate the next numbers in a sequence
- I have found a pattern of odd and even numbers in the sequence
- I can use some notation used in algebra
- I can recall the order of operations
- I can substitute into expressions
Activities:
- drawing a table including the numbers of the fibonacci sequence and their squares, and finding the patterns it holds
- finding the pattern in the fibonacci sequence of odd and even numbers and testing it
- substituting values into expressions
- solving money and algebra word problems, including calculating how much someone can save based on their income and spending
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING rates and ratios by analysing cost of living in Auckland
- We are EXPLORING algebra by investigating financial mathematics
Success Criteria:
- I can design a budget for myself and my family
- I can identify like and unlike terms
- I can simplify algebraic expressions and equations
Activities:
- Mathsbuddy task on identifying like and unlike terms
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING rates and ratios by analysing cost of living in Auckland
- We are EXPLORING algebra by investigating financial mathematics
Success Criteria:
- I can identify like and unlike terms
- I can simplify algebraic expressions and equations
- I can describe how earning money gives me more choices in life
- I can calculate earnings from an hourly rate
- I can calculate how to save for something I want to buy
- I can calculate the interest of savings in a bank account
Activities:
- simplifying expressions bingo game
- MoneyTime modules: Earning, Saving, and Interest
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FOCUS / ARONGA learning intentions:
- We are FOCUSING on the finances of different political parties by discussing their budgets
- We are FOCUSING on rates and ratios by investigating the prices of period products
EXPLORE / TŪHURA learning intentions:
- We are EXPLORING rates and ratios by analysing cost of living in Auckland
- We are EXPLORING algebra by investigating financial mathematics
Success Criteria:
- I can write a CV
- I can define wages and salaries
- I can calculate income tax
Activities:
- MoneyTime modules: career choice, CV, job application, pay & tax, and smart spending
- class discussion of cost of period products and whether they should be paid for by the government
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FOCUS / ARONGA learning intentions:
- We are FOCUSING on the finances of different political parties by discussing their budgets
- We are FOCUSING on rates and ratios by investigating the prices of period products
Success Criteria:
- I can compare and contrast good debt and bad debt
- I can compare the interest rates of different loans
- I can use an online mortgage calculator to work out mortgage repayments for an Auckland house
Activities:
- MoneyTime modules: budgeting, banking, paying, borrowing, loans, mortgages
- class discussion of politics and how it revolves around money and the different promises political parties have made
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING financial mathematics by classifying different ways to make money grow over time
Success Criteria:
- I can describe how to make money grow over time
- I can define the word investment
- I can define what a term deposit is
- I can describe the idea of risk vs reward
- I can calculate the rate of return for shares, term deposits and property investments
Activities:
- MoneyTime modules: term deposits, property investments, shares, collectibles
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING shapes and design by observing the transformations of shapes evident in designs from different cultures
Success Criteria:
- I can transform shapes via rotation, resizing, reflection, and translation
- I can use a compass
- I can create a stencil out of paper in order to transform a shape and create a design
Activities:
- Numeracy certificate
- Drawing Māori Toi (art work): koru and kōwhaiwhai patterns
- Drawing Samoan siapo designs
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING shapes and design by observing the transformations of shapes evident in designs from different cultures
Success Criteria:
- I can transform shapes via rotation, resizing, reflection, and translation
- I can use a compass
- I can create a stencil out of paper in order to transform a shape and create a design
Activities:
- Numeracy certificate
- Completing overdue mathsbuddy tasks and working together to help each other with them
- Finishing our designs from last week
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING shapes and design by observing the transformations of shapes evident in designs from different cultures
Success Criteria:
- I can transform shapes via rotation, resizing, reflection, and translation
- I can use a compass
- I can create a stencil out of paper in order to transform a shape and create a design
Activities:
- Numeracy certificate
- Vietnamese designs: creating a stencil with paper and rotating the shape to create vietnamese flower designs and repeating cross designs.
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING shapes and design by observing the transformations of shapes evident in designs from different cultures
Success Criteria:
- I can transform shapes via rotation, resizing, reflection, and translation
- I can use a compass
- I can create a stencil out of paper in order to transform a shape and create a design
Activities:
- Numeracy certificate
- Mongolian designs: translating a shape by creating a stencil and moving it to the side, tracing it and repeating until you reach the edge of the page
- Drawing designs based on our own cultures
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING trapeze artist (shapes) by investigating measurement, shapes, and parallel lines
- We are EXPLORING statistics by conceptualising each part of the PPDAC cycle
Success Criteria:
- I can define what each letter represents in the acronym PPDAC
Activities:
- Numeracy certificate
- researching PPDAC and looking up definitions of each part of the cycle and coming up with examples
- investigating a hypothetical statistical data set involving how many times an acrobat falls during practice and if it relates to how old they are
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FOCUS / ARONGA learning intentions:
- We are FOCUSING on using the PPDAC cycle to solve a problem related to the safety of circus performances
- We are FOCUSING on Trapeze artist shapes by developing our skills in position and angles
EXPLORE / TŪHURA learning intentions:
- We are EXPLORING trapeze artist (shapes) by investigating measurement, shapes, and parallel lines
- We are EXPLORING statistics by conceptualising each part of the PPDAC cycle
Success Criteria:
- I can define what each letter represents in the acronym PPDAC
- I can use the PPDAC cycle to solve a problem using statistics
Activities:
- Numeracy certificate
- coming up with a problem that we would like to solve relating to circus performers and coming up with a plan on how to solve it
- collecting data
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FOCUS / ARONGA learning intentions:
- We are FOCUSING on using the PPDAC cycle to solve a problem related to the safety of circus performances
- We are FOCUSING on Trapeze artist shapes by developing our skills in position and angles
PLAN & DO / WHAKAMAHI learning intentions:
- We are PLANNING balancing equations and creating rules
- We are PLANNING on writing a statistical report so that we can present our results and concluding statements
Success Criteria:
- I can define what each letter represents in the acronym PPDAC
- I can use the PPDAC cycle to solve a problem using statistics
Activities:
- Numeracy certificate
- Analysing our data and writing up results and concluding statements
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING trapeze artists and circus tents by investigating measurement, shapes, and parallel lines
- We are EXPLORING statistics by conceptualising each part of the PPDAC cycle
Success Criteria:
- I can draw a circus tent constructed of shapes of specific parameters (trapeziums, triangles, and rectangles of specific lengths and widths)
- I can calculate the areas and perimeters of trapeziums, triangles, and rectangles
Activities:
- Numeracy certificate
- Easttle
- calculating areas of circus tent shapes
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING trapeze artists and circus tents by investigating measurement, shapes, and parallel lines
- We are EXPLORING statistics by conceptualising each part of the PPDAC cycle
Success Criteria:
- I can estimate the 3D shape from a 2D net shape
- I can construct a 3D shape by drawing a net shape and cutting and glueing it together
Activities:
- Numeracy certificate
- investigating nets for 3D shapes and making educated guesses on what shape it will make
- making 3D shapes from nets
- drawing our own net shapes to cutting and glueing them together
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EXPLORE / TŪHURA learning intentions:
- We are EXPLORING trapeze artists and circus tents by investigating measurement, shapes, and parallel lines
- We are EXPLORING statistics by conceptualising each part of the PPDAC cycle
Success Criteria:
- I can calculate diameter, radius, and surface area of a sphere
- I can write concluding statements about the relationship between the drop height and rebound height of a tennis ball
Activities:
- Numeracy certificate
- Measuring juggling balls and calculating their diameter, radius, and surface area
- Testing the relationship between drop height and rebound height of a tennis ball
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FOCUS / ARONGA learning intentions:
- We are FOCUSING on using the PPDAC cycle to solve a problem related to the safety of circus performances
- We are FOCUSING on Trapeze artist shapes by developing our skills in position and angles
Success Criteria:
- I can identify the coordinates of a point on a cartesian plane
- I can describe in coordinates the change in position of a point on a cartesian plane
Activities:
- Numeracy certificate
- "Trapeze artists" moving on a cartesian plane from one point to another
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Prize-givings and cleaning classrooms