Illustrative Mathematics | v.360 Curriculum

Problem 1

Describe a situation that could be represented with this tape diagram.

Tape diagram, blue parts, 3 and green parts, 2. Each part labeled 6.

Problem 2

One batch of beige paint requires 4 cups of white paint, 2 cups of yellow paint, and 1 cup of red paint. Han made a large amount of this shade of beige paint. If he used 8 cups of yellow paint, how many total cups of beige paint did Han make? Explain or show your reasoning.

Problem 3

For an activity, a teacher gave each student in the class 4 purple cards and 3 white cards. In total, the teacher gave out 91 cards.

How many students are in the class?
How many purple cards were given out?
How many white cards were given out?

Problem 4

ForLesson 10: Comparing Situations by Examining Ratios

Andre paid \$13 for 3 books. Diego bought 12 books priced at the same rate. How much did Diego pay for the 12 books? Explain your reasoning.

Problem 5

ForLesson 15: More Nets, More Surface Area

Which polyhedron can be assembled from this net?

A net composed of one equilateral triangle joined on each of its sides to a isosceles triangle.

A triangular pyramid
A trapezoidal prism
A rectangular pyramid
A triangular prism

Problem 6

ForLesson 10: Bases and Heights of Triangles

Find the area of the triangle. Show your reasoning. If you get stuck, consider drawing a rectangle around the triangle.

A slanted triangle drawn on a 7 by 7 grid.

Navigation

Gradeband

Course

Unit

Lesson

Settings

Language

Audience

Assessment Access

Lesson | Practice | Loading...