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Mastering Fractions and Repeating Decimals - Grade 8
New class
Ages 12-14
Self-Paced Course
3 pre-recorded lessons
3 weeks of teacher support
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1 year of access to the content
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Your learner can start learning when they want and progress at the speed that works best for them.Start when you want.
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Access course material for a full year.
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What's included
3 pre-recorded lessons
3 weeks
of teacher support1 year access
to the contentAssignments
1 hour per week. 1-2 throughout the classLetter Grade
includedClass Experience
US Grade 8
Join us for "Mastering Fractions and Repeating Decimals: Conversion Techniques and Applications," an engaging and comprehensive lesson series designed to build confidence and competence in essential math skills. Students will begin by learning to convert fractions into repeating decimals with clear, step-by-step instructions. They will then explore two effective methods for converting repeating decimals back into fractions: a fast method for quick conversions and a detailed fusion method that addresses common learning gaps. Throughout the series, practical examples will illustrate the real-world importance of these conversions, making the concepts relatable and engaging. Our interactive lessons are tailored to captivate and motivate students, ensuring a thorough understanding and mastery of fractions and repeating decimals.
Learning Goals
Writing fractions as repeating decimals
Converting Repeating Decimals to Fractions
Syllabus
Curriculum
Follows Teacher-Created CurriculumStandards
Aligned with Common Core State Standards (CCSS)3 Lessons
over 3 WeeksLesson 1:
Fraction to Decimal Decoder: Unveiling the Repeating Pattern
Ever wondered how a fraction can be a decimal too? This lesson dives into the fascinating world of repeating decimals, teaching you how to convert fractions like 1/3 into decimals with repeating patterns (like 0.3333...). Get ready to crack the code with a clear, step-by-step method for these conversions!
1 assignment
9 mins of video lessons
Lesson 2:
Decimal Detectives: Unveiling the Fraction Disguise
Mastered converting fractions to decimals? Time to become a decimal detective! Learn two powerful methods to unlock the secret identities of repeating decimals. We'll explore a quick method for speedy conversions and a detailed technique for tackling even the trickiest patterns. By the end, you'll be a master decoder of both fractions and decimals!
1 assignment
12 mins of video lessons
Lesson 3:
Conquering Complex Conversions: Multi-Digit Repeating Decimals
Ready for the ultimate decimal challenge? This lesson tackles multi-digit repeating decimals! We'll build upon your conversion skills from previous lessons, applying them to conquer even the most complex repeating patterns. Grab your pencils and get ready to unlock the secrets of these challenging decimals!
1 assignment
6 mins of video lessons
Other Details
External Resources
Learners will not need to use any apps or websites beyond the standard Outschool tools.
Offered by
Teacher expertise and credentials
1 teacher has a teaching certificate
Non-US Teaching Certificate
2 teachers have a Graduate degree
Master's Degree in Liberal Arts and Sciences from Arizona State University
Master's Degree in Engineering (General) from Politehnica University of Bucharest
4 teachers have a Bachelor's degree
Bachelor's Degree in Education from Morgan State University
Bachelor's Degree in Philosophy from Notre Dame of Maryland University Women's College
Bachelor's Degree in Art and Design from Notre Dame of Maryland University Women's College
Bachelor's Degree in Engineering (General) from Politehnica University of Bucharest
Bachelor's Degree in Physics from IUPUI
Coach Ray is just one of the coaches who can teach this class. He went to college and studied until Calculus 3. He has a BA in Psychology and some Graduate school experience. He has been tutoring Math for over 10 years and continues to teach because it is fun and fulfilling for him and his students. He's hoping to help many students love to learn Math, even by using his unique games that he made from scratch.
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