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| ★Whole Numbers Paper 1
Monday, 4 February 2013 // 0 narnian
WHOLE NUMBERS (PLACE VALUE & ROUNDING OFF)TIPS
If the first digit to the right of the place value involved is 5 or more, add 1 to the digit in the place value involved and replace all the other digits on its right with zeros.
COMMON MISTAKES
Error in rounding off whole numbers
Example:
Round off 36 670 to the nearest thousand.
Χ 36 670 = 36 000 (to the nearest thousand)
Wrong because did not add 1 to 6. √ 36 670 = 37 000 (to the nearest thousand) WHOLE NUMBERS (CONVERSION)TIPS
COMMON MISTAKES
Error in writing the whole number.
Example:
621 026 written in words is
Χ six hundred twenty-one thousand and zero twenty-six
Zero in a number need not be written or read.
√ six hundred twenty-one thousand and twenty-six
WHOLE NUMBERS (PARTITIONING, ASCENDING & DESCENDING)TIPSThe number which lies further to the right on a number line has a greater value than those to the left.COMMON MISTAKESError in differentiate between ascending and descending.Example: Arrange 20 246, 20 199 and 21 046 in ascending order. Χ 21 046, 20 246, 20 199 √ 20 199, 20 246, 21 046 WHOLE NUMBERS (ADDITION & SUBTRACTION)TIPS
COMMON MISTAKEError in arranging the digits according to their place values in vertical form.Example:
WHOLE NUMBERS (MULTIPLICATION & DIVISION)TIPS
572 x 24 = 13 728 COMMON MISTAKE
Error in arranging the digits according to their place values in vertical form.
246 x 11 =Example:
Incorrect:
Correct:
TIPS
Use BODMAS which stands for Brackets (B), Of (O), Division (D), Multiplication (M), Addition (A) and Subtraction (S).
So, we should always compute the arithmetic in brackets first. Then, we divide, multiply, add and lastly, subtract.
COMMON MISTAKES
Error in calculations involving mixed operations.
Example:
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