4-1 Converting Fractions to Decimals. a) 25/100 = ________ b) ½ (use long division) c) - 1/40 (use long division). Convert to decimals. .25. .5. -.025. a) ½ = _________ b) 4½ = _________ TRY THIS ONE ON YOUR OWN! c) - 5 2/9 = _________.By Leo
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2-1 Terminating and Repeating Decimals. Vocabulary. Terminating Decimal – A decimal whose digits end. Repeating Decimal – A decimal which has a pattern in their digits that repeats forever. Vocabulary. Bar Notation – used to show that a number pattern repeats indefinitely.
Comparing and Ordering Integers Terminating and Repeating Decimals. Comparing Integers. To compare integers, you can compare the signs as well as the size of the numbers. Greater numbers are graphed farther to the right.
Repeating Decimals. Repeating decimals are decimals that contain a infinite number of digits. Examples: 0.333… 7.689689…. Non Repeating Decimals. Non repeating decimals are decimals that either end or carry on forever in a random way. Examples: 0.3297680486… 2.7.
Repeating Decimals. ……………………. terminating decimal : a decimal whose digits END . repeating decimal : includes a pattern of digits that REPEAT FOREVER. 3……. 3. 3. 0. 0. 0. Example:. 9. 0. 1. 9. 0. 1. Bar notation: indicates that a number repeats forever. 0.33333…… =
Converting Terminating Decimals to Fractions. This will take you to the previous slide. This will advance to your next slide. Teachers Page. Learners: This will be taught in a seventh grade math class with basic knowledge of their math operations. . Environment:
Converting Repeating Decimals to Fractions. This Gets a Little Complex. As we go through a few examples, I want you to look for patterns. Multiplying by a power of 10. What happens to my decimal any number every time I multiply by ten? Start with the number 8.0. What About This. 0.0034.
Station 1 Repeating Decimals to Fractions. The above link will take you t o Khan Academy to review t he process for converting Repeating decimals to fractions.
Why do rational numbers have either repeating or terminating decimal expansions ?. Goal. When you have finished this presentation you should understand: Why rational numbers MUST have either repeating or terminating decimal expansions How to convert a decimal into a fraction, including
Repeating Decimal Patterns. CONVERTING REPEATING DECIMALS TO FRACTIONS Take out a calculator!. Decimal Patterns. Write each as a decimal. .1111 = .1. .142857. .2222 = .2. .285714. . 428571. .3333 = .3. .571428. .4444 = .4. .714285. .5555 = .5. 11 Pattern. 9 Pattern.
Introduction to Human Behaviour 900082/700220 Essay Guidelines Assessment task 3 1000 word Essay Due in Week 8. REPEATING STUDENTS.