Warm-up What is the LCM of 10 and 15? What is the LCM of 12 and 36? Explain in your own words, why 1 is neither prime nor composite.

Learning Goal: I will be able to convert fractions to decimals The relationship between fractions and decimals

.6 What fraction of the rectangle is green? They sound alike!!! What decimal part of the rectangle is green? .6

To write a decimal as a fraction, write the fraction as you would say the decimal Hundredths Ten-thousandths tenths 0.12345 Hundred-thousandths Thousandths

Say the decimal….Write it as a fraction Notice….when you change a decimal to a fraction the denominator is always 10, 100, 1000 (powers of ten!) 0.5 = 0.65 = 0.22 = 0.2 = 0.225 =

You have to simplify / reduce the fraction if possible Is that all there is? Of Course Not You have to simplify / reduce the fraction if possible

Write .6 as a fraction .6 = Can be simplified to: BUT .6 = SO

What about fractions to decimals? You can write a fraction as a decimal by dividing the numerator by the denominator…..the fraction symbol means division!

To make a decimal…do the division! .00 28 20 .75

One more thing……… When you divide, REMEMBER, add zeros to finish your division. AND 2 THINGS CAN HAPPEN

The division problem ends A Terminating decimal The division problem goes on forever….Repeating decimal

Repeating Decimals A single digit might repeat…. .3333…. Or a group of digits might repeat… .275275275….

Show repeating decimals by placing a line over the digit or group of digits that repeats .33333…. Becomes .3 And .275275….becomes .275

Remember Will be 1.4 1.2 will be Simplified to: Whole numbers stay the same!

Classwork Interactive: Worksheet pg. 31 Start now! http://www.topmarks.co.uk/Flash.aspx?a=activity08 Worksheet pg. 31 Start now!