Hauptinhalt
Nebraska Math
Grade 6: RATIOS AND PROPORTIONS
Students will understand ratio concepts and use ratio reasoning to solve problems.
Determine ratios from concrete models, drawings, and/or words.
- Basic ratios
- Basic ratios
- Create double number lines
- Equivalent ratio word problems
- Equivalent ratio word problems
- Equivalent ratios in the real world
- Equivalent ratios with equal groups
- Equivalent ratios: recipe
- Interpreting unequal ratios
- Intro to rates
- Intro to ratios
- Part-part-whole ratios
- Part:whole ratio word problem
- Part:whole ratios
- Ratio review
- Ratio tables
- Ratio tables
- Ratios and double number lines
- Ratios and measurement
- Ratios and units of measurement
- Ratios on coordinate plane
- Ratios on coordinate plane
- Ratios with double number lines
- Ratios with tape diagrams
- Ratios with tape diagrams
- Ratios with tape diagrams (part:whole)
- Relate double number lines and ratio tables
- Simplify a ratio from a tape diagram
- Understand equivalent ratios in the real world
- Understanding equivalent ratios
Find a percent of a quantity as a rate per 100 and solve problems involving finding the whole, given a part and the percent.
- Benchmark percents
- Find percents visually
- Finding a percent
- Finding common percentages
- Finding percents
- Finding the whole with a tape diagram
- Intro to percents
- Meaning of 109%
- Percent of a whole number
- Percent word problem: recycling cans
- Percent word problems
- The meaning of percent
- Ways to rewrite a percentage
Convert among fractions, decimals, and percents using multiple representations.
- Converting between percents, fractions, & decimals
- Converting decimals and percents review
- Converting percents and fractions review
- Converting percents to decimals & fractions example
- Finding a percent
- Finding percentages with a double number line
- Fraction, decimal, and percent from visual model
- Percent word problem: recycling cans
- Percents from fraction models
- Percents from fraction models
Solve authentic problems using ratios, unit rates, and percents.
- Comparing rates
- Comparing rates example
- Create double number lines
- Equivalent ratio word problems
- Equivalent ratio word problems
- Equivalent ratios in the real world
- Equivalent ratios with equal groups
- Equivalent ratios: recipe
- Equivalent representations of percent problems
- Find percents visually
- Finding percents
- Interpreting unequal ratios
- Intro to rates
- Part-part-whole ratios
- Part:whole ratio word problem
- Part:whole ratios
- Percent word problem: recycling cans
- Percent word problems
- Rate problems
- Rate problems
- Rate review
- Ratio review
- Ratio tables
- Ratio tables
- Ratios and double number lines
- Ratios and measurement
- Ratios and units of measurement
- Ratios on coordinate plane
- Ratios on coordinate plane
- Ratios with double number lines
- Ratios with tape diagrams
- Ratios with tape diagrams
- Ratios with tape diagrams (part:whole)
- Relate double number lines and ratio tables
- Simplify a ratio from a tape diagram
- Solving unit price problem
- Solving unit rate problem
- Understand equivalent ratios in the real world
- Understanding equivalent ratios
- Unit rates
Use ratio reasoning to convert measurement units; manipulate and transform units appropriately when multiplying or dividing quantities.
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Identify the ordered pair of a given point in the coordinate plane.
Plot the location of an ordered pair in the coordinate plane.
- Coordinates of a missing vertex
- Distance between points: vertical or horizontal
- Finding the point not graphed
- Graphing coordinates review
- Plotting a point (ordered pair)
- Points and quadrants example
- Points on the coordinate plane
- Points on the coordinate plane
- Points on the coordinate plane examples
- Ratios on coordinate plane
Identify the location of a given point in the coordinate plane (e.g., axis, origin, quadrant).
Make tables of equivalent ratios relating quantities with whole number measurements.
Use the constant of proportionality to find the missing value in ratio tables.
Plot the pair of values from a ratio table on the coordinate plane.
Explain what a point (x, y) on the graph of a proportional relationship means in terms of the situation.