Understanding Three-Dimensional Figures
Related Topics:
Lesson Plans and Worksheets for Grade 7
Lesson Plans and Worksheets for all Grades
More Lessons for Grade 7
Common Core For Grade 7
Examples, solutions, videos, and lessons with examples and solutions to help Grade 7 students learn how to describe three-dimensional figures built from cubes by looking at horizontal slicing planes.
• Students describe three-dimensional figures built from cubes by looking at horizontal slicing planes
Lesson 19 Classwork
Example 1
If slices parallel to the tabletop (with height a whole number of units from the tabletop) were taken of this figure, then what would each slice look like?
Example 2
If slices parallel to the tabletop were taken of this figure, then what would each slice look like? Exercise 1
Based on the level slices you determined in Example 2, how many unit cubes are in the figure?
Exercise 2
a. If slices parallel to the tabletop were taken of this figure, then what would each slice look like?
b. Given the level slices in the figure, how many unit cubes are in the figure?
Example 3
Given the level slices in the figure, how many unit cubes are in the figure?
Exercise 3
Sketch your own three dimensional figure made from cubes and the slices of your figure. Explain how the slices relate to the figure.
Lesson Plans and Worksheets for Grade 7
Lesson Plans and Worksheets for all Grades
More Lessons for Grade 7
Common Core For Grade 7
Examples, solutions, videos, and lessons with examples and solutions to help Grade 7 students learn how to describe three-dimensional figures built from cubes by looking at horizontal slicing planes.
New York State Common Core Math Grade 7, Module 6, Lesson 19
Worksheets for Grade 7Lesson 19 Student Outcomes
• Students learn to describe three-dimensional figures built from cubes by looking at horizontal slicing planes.• Students describe three-dimensional figures built from cubes by looking at horizontal slicing planes
Lesson 19 Summary
• This lesson takes a different perspective of three-dimensional figures built from unit cubes by examining the horizontal whole-unit slices. The slices allow a way to count the number of unit cubes in the figure, which is particularly useful when the figure is layered in a way so that many cubes are hidden from view.Lesson 19 Classwork
Example 1
If slices parallel to the tabletop (with height a whole number of units from the tabletop) were taken of this figure, then what would each slice look like?
Example 2
If slices parallel to the tabletop were taken of this figure, then what would each slice look like? Exercise 1
Based on the level slices you determined in Example 2, how many unit cubes are in the figure?
Exercise 2
a. If slices parallel to the tabletop were taken of this figure, then what would each slice look like?
b. Given the level slices in the figure, how many unit cubes are in the figure?
Example 3
Given the level slices in the figure, how many unit cubes are in the figure?
Exercise 3
Sketch your own three dimensional figure made from cubes and the slices of your figure. Explain how the slices relate to the figure.
Try out our new and fun Fraction Concoction Game.
Add and subtract fractions to make exciting fraction concoctions following a recipe. There are four levels of difficulty: Easy, medium, hard and insane. Practice the basics of fraction addition and subtraction or challenge yourself with the insane level.
We welcome your feedback, comments and questions about this site or page. Please submit your feedback or enquiries via our Feedback page.