Eureka Math Lesson 16 Homework 5.4 Answer Key Access

Draw a tape diagram and partition it into 8 equal units. Label 5 of those units as "Blue". Identify the Remainder: This leaves 3 units remaining ( Partition the Remainder: The problem states 59five-nineths

: This specific lesson is often described as quite challenging because it requires students to translate complex verbal descriptions into accurate mathematical models. Lesson 16 Homework Example

In this module, Eureka Math defines a trapezoid as a quadrilateral with at least one pair of parallel sides . Key Concepts: Eureka Math Lesson 16 Homework 5.4 Answer Key

Steps: Draw a horizontal base. Draw two non-parallel, slanted sides. Draw a top line parallel to the base.

Use a straightedge and a set square to draw a trapezoid according to specific instructions. A. Draw a trapezoid with at least one right angle. Draw a tape diagram and partition it into 8 equal units

By this point in Module 4, students have mastered adding and subtracting fractions. Now, they dive into — but not the easy kind. Lesson 16 focuses on fraction of a set using tape diagrams and two different methods:

: Students are required to draw visual models to represent the "whole" and partition it according to the problem's fractions. Lesson 16 Homework Example In this module, Eureka

15 small units×12 votes=180 votes15 small units cross 12 votes equals 180 votes There were 180 votes cast for Blue. Part (c) Solution: Finding Green's Votes

Look at the unshaded portion of your tape diagram. In the board example, if 34three-fourths is cut off, 14one-fourth of the board remains ( If the problem asks for a fraction of the remainder (e.g., 13one-third of the remaining 14one-fourth ), multiply the two fractions together:

Answer: Any shape that has no parallel sides (e.g., a kite or generic quadrilateral). 3. Drawing Trapezoids (Problem 3)

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