Decimal Place Value Representations
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Decimal Place Value Representations
📚 Read, write and identify place value
WALT: We are learning to read and write decimals to thousandths and name the value of each digit.
Success criteria: I can use the words tenths, hundredths and thousandths. I can explain a digit’s value using its place.
a) 0.6 = ________________________________________________
b) 0.25 = _______________________________________________
c) 0.408 = ______________________________________________
a) 3 tenths and 7 hundredths = __________
b) 4 hundredths and 8 thousandths = __________
c) 1 one, 1 tenth, 2 hundredths and 5 thousandths = __________
a) 0.372: The value of 3 is __________
b) 0.372: The value of 7 is __________
c) 0.307: The value of 7 is __________
3 is in the __________________ place.
0 is in the __________________ place.
7 is in the __________________ place.
✏️ Show decimals in different ways
WALT: We are learning to represent tenths, hundredths and thousandths as diagrams and fractions.
Success criteria: I can draw or shade a matching representation. I can write a decimal as a fraction with a denominator of 10, 100 or 1000.
a) 0.6 = ______ / 10
b) 0.25 = ______ / 100
c) 0.408 = ______ / 1000
a) 7/10 = __________
b) 32/100 = __________
c) 5/1000 = __________
🌟 Explain and check your thinking
Support options: Read each question aloud, use a place-value chart, or explain your answer to a partner before writing. You may draw your answer.
Extension: Create another decimal equal to 0.5. Explain how you know it is equivalent.
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