In Lesson 16, students transition from viewing a fraction strictly as "parts of a whole" to understanding it as an operational division statement and a multiplication problem.
Goal: Multiply fractions by whole numbers, expressing the answer as a mixed number. 2(b). 2(c). 2(d).
: Extensive use of tape diagrams to represent parts of a whole and clarify the steps needed to find a solution. Problem Types :
The leftover boxes belong to the Red team. Out of the 9 smaller boxes, are left for Red. Part D: Calculate the Unit Values Eureka Math Lesson 16 Homework 5.4 Answer Key
ab=a÷b=a×1ba over b end-fraction equals a divided by b equals a cross 1 over b end-fraction
If 180 people voted for blue and that represented a specific number of units in a tape diagram, find the value of one unit. Calculate Green's total
12×34=1×32×4=38one-half cross three-fourths equals the fraction with numerator 1 cross 3 and denominator 2 cross 4 end-fraction equals three-eighths 38three-eighths Question: Solve using a model and the standard algorithm. 13×35one-third cross three-fifths Step-by-Step Solution: In Lesson 16, students transition from viewing a
Mastering the is a crucial milestone for students navigating the complexities of fraction operations. This specific lesson serves as a capstone for the topic, shifting students from abstract calculation to practical execution: solving complex, multi-step word problems using tape diagrams and fraction-by-fraction multiplication .
Here are the answers to the homework problems:
Interpreting word problems to identify the total, fractional part, and the final answer. Eureka Math Grade 5 Module 4 Lesson 16 Homework Answer Key Problem Types : The leftover boxes belong to the Red team
: Tiffany's package limit is 16 pounds. Her books weigh 9 pounds, and other items weigh three-fifths of the books' weight. Calculation pounds. Total weight: : Yes, she can send it because is less than 16. Anthony’s Board : Anthony has an 8-foot board and cuts off three-fourths of it. He gives piece to his brother. one-fourth of 8 feet = 2 feet. of 2 feet = two-thirds of a foot, or Step-by-Step Strategy Draw a Tape Diagram
Whenever you see "1/2 of 1/4," replace "of" with "×."
Finding a fraction of a remaining fraction (e.g., finding 13one-third 34three-fourths
Shape A: 9 × 4 = 36 square units Shape B: 2 × 3 = 6 square units Total area: 36 + 6 = 42 square 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: