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Write the place value and value of each digit in the No. below.
Values (Note: Value = digit x place value)
What is the value of 8 in 0.238
0 . 2 3 8
8 x = = 0.008
Writing decimals in words.
i) 5 =
= Five tenths
ii) 8 One and eight tenths.
iii) 21.008
Twenty one and eight thousandths.
iv) 075
One hundred ninety five and seventy five thousandth.
Writing decimals in figures
Example
1) Thirty six and four tenths
36 and
36 and 0.4
36.0
0.4
36.4
2) Six tenth
= 0.6
3) Fourteen hundredths
= 0.14
4) One hundred twenty and fourteen hundredths.
120 and
120 and 0.14
Or
120.00
0.14
120.14
EXPANDING WHOLE NUMBERS
Expanding using values
1) Expand 349
349 = (3 x 100) + (4 x 10) + (9 x 1)
300 + 40 + 9
2) Expand 48914
48914 = (4 x 10,000) + (8 x 1000) + (9 x 100) + (1 x 10) + (4 x 1)
40,000 + 8000 + 900 + 10 + 4
Expanding using powers / exponents
148 = 1 4 8
102 101 100
(1 x 102) + (4 x101) + (8 x100)
7 9 6 2 = 7 9 6 2
103 102 101 100
(7 x103) + (9 x102) + (6 x101) + (2 x 100)
Writing expanded numbers as single numbers / short form.
What number has been expanded to give;
(2 x103) + (4 x102) + (3 x101) + (7 x 100)
REFERENCE: Mk bk 5, pg 31 – 32, MK Bk. 7 pg 48
Understanding Math bk 5, pg 21.
EXPANDING DECIMALS
1) Using values
= 2 8 . 3 6 9
T O TTHS HTHS THS
= (2 X 10) + (8 X 1) + (3 X) + (6 X ) + ()
20 + 8 + 0.3 + 0.06 + 0.009
(1 X 100) + (3 X 10) + ( 5 x 1) + (6 X) + (7 X )
100 + 30 + 5 + 0.6 + 0.07
Expand 28.369 using powers.
2 8 . 3 6 9
101 100 10-1 10-2 10-3
(2 X101) + (8 X100) + (3 X10-1 ) + (6 X10-2) + (9 x 10-3)
Writing expanded decimals in their shortest form. Mk bk. 7, pg 48 – 49