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"Understanding of Reciprocals" Fraction Multiplication PPT Courseware 2
①Because a×b=1, a and b are reciprocals of each other. ( )
②The reciprocal of 738 is 783. ( )
③Any natural number has a reciprocal. ( )
④The reciprocal of a true fraction must be greater than 1. ( )
⑤Because + =1, so and are reciprocals of each other ( )
To find the reciprocal of a number (except 0), just swap the numerator and denominator of the number.
This courseware provides a comprehensive introduction to the understanding of reciprocals through small games and small exercises, which improves students' interest in learning and helps students better understand and remember the knowledge points of reciprocals. It is a good classroom teaching courseware.
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"Understanding of Reciprocals" Fraction Division PPT Courseware 7:
"Understanding of Reciprocals" Fraction Division PPT Courseware 7 Learning Objectives Understand the meaning of reciprocals through group cooperative learning. Master the method of finding the reciprocal of a number and be able to correctly find the reciprocal of a number. Learning style Group cooperation and communication Learning style Evaluation method Small...
"Understanding of Reciprocals" Fraction Division PPT Courseware 6:
"Understanding of Reciprocals" Fraction Division PPT Courseware 6 Do you want to know the secrets of reciprocals? 1. What is countdown? 2. How to find the reciprocal of a number? Quick Answer Two numbers sum and 1 are reciprocals of each other. ( ) Two numbers whose difference is 1 are reciprocals of each other. ( ) The quotient is 1..
"Understanding of Reciprocals" Fraction Division PPT Courseware 5:
"Understanding of Reciprocals" Fraction Multiplication PPT Courseware 5 Introduction Outline 1. Calculate first, and then observe what the common characteristics of the formulas are? 2. What is mutual reciprocity? How do you understand the word "mutual"? Is 3/8 the reciprocal? Why? 3. Are two numbers whose result is 1 reciprocal to each other? 4..