Numbers in General form
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Write thirty-five and three hundred seventy-six thousandths in standard form and in expanded form.
A. 10 × 5 + 6
B. 100 × 7 + 10 × 1 + 8
C. 100 × a + 10 × c + b
(3 marks)
i) 100×8+10×5+9
ii) 10000×1+100×5+10×2
iii) 1000×5+10×1+3
iv) 100000×3+1000×1+10×3 [4 MARKS]
Write in the standard form.
What is the definition of "standard form"?
- 12
- 10
- 100
- 1
Find the value of a:
786=a×7+10×8+1×6
- 12
- 10
- 100
- 1
Soham borrowed money from his mother for buying pens. He bought 7 pens and the price of each pen is a two digit number, 1A. If the total amount spent by him is 10A, then the value of A is
Soham borrowed money from his mother for buying pens. He bought 7 pens and the price of each pen is a two digit number, 1A. If the total amount spent by him is 10A, then the value of A is
Soham borrowed money from his mother for buying pens. He bought 7 pens and the price of each pen is a two digit number, 1A. If the total amount spent by him is 10A, then the value of A is
100000×3+1000×1+10×3
- 1000030
- 301030
- 301030
- 301030
Find the value of a:
43=a×4+1×3
- 12
- 10
- 100
- 1
Write in generalised form: 85 [1 MARK]
Soham took a 3 digit number and formed two other 3 digit numbers using the digits of the original number. He then added the three resulting numbers and divided their sum by 37 . He concluded that the result was exactly divisible by 37, no matter what number he chose. Is Soham's statement true or false?
True
False
Write the standard form of:
7000 + 300 + 10 + 2
7132
7312
2137
3217
If a number 'x' is divisible by another number 'y', then 'x' is also divisible by all the prime factors of 'y'.
False
True
Find the value of a:
43=a×4+1×3
Find the value of a:
786=a×7+10×8+1×6
100000×3+1000×1+10×3
- 1000030
- 301030
- 301030
- 301030