1. What is 8,000 more than 6,897.38? What is 20 more than 6,897.38? What is 400 more than 6,897.38? 6,897.38 Practicing 5 Minute Math Review Place Value Related Problem 2 14,356.25 Wh at is 20 more than 14,356.25? What is 400 more than 14,356.25? What is 8,000 more than 14,356.25? Related Problem 1 895.1 Wh at is 20 more than 895.1? What is 400 more than 895.1? What is 8,000 more than 895.1? Instructions Tap each button to reveal the problem. Use the pen tool to record answers. Write this number in words.

2. Decimals on Grids Ob jective: Today we will identify everyday uses of fractions and decimals, represent decimals as fractions and percents, and read and write tenths, hundredths, and thousandths.

3. Vocabulary: fr action: part of a whole. The numerator tells you how many you have and the denominator tells you how many parts the whole is divided into. decimal: a base ten way of showing values less than one. percent: means out of 100 and it uses % sign. equivalent: equal to or having the same value as.

4. Introducing Decimals Session 1.1 | Unit 6 Everyday Uses for Fractions, Decimals & Percents Fractions Percents Decimals

5. Introducing Decimals on Grids Session 1.1 | Unit 6 Instructions Use the pen tool to record answers. Tap the button to reveal the next pair of grids. * Look at Workbook p. 1 and we'll do this together. *With a partner try p. 2, 3, 4

6. How to go from a Fraction to a Decimal to a Percent Fr action to a Decimal: DIVIDE the numerator into the denominator. Decimal to a Percent: multiply the decimal by 100, but remember to put the "%" sign so people know it is per 100. The EASY way to multiply a decimal by 100 is to move the decimal point two places to the right.