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What is 40.000000 in standard index form?
40.000000 in standard index form is 4.0 × 101
What is 8890 in standard index form?
8890 in standard index form = 8.89 × 103
How do you write 0.04 times 10 to the 5th power in standard form?
4 x 10^3 = 4000
Are index form and standard form the same thing?
No. In the index form a number is expressed as a multiple of its prime factors whereas in the standard form it is expressed as a number between in the range [1, 10) multiplied by an integer power of 10. So, for example, 1728 in index form = 26*33 1728 in standard form = 1.728*103 The index form can only be used for integers.
What is 20000000000 900000000 8000000 6000000 4000 in standard form?
sharmin
What is 6300 times 10 to the power of -12 in standard index form?
0.0000000063
What is 40.000000 in standard index form?
40.000000 in standard index form is 4.0 × 101
What is 8890 in standard index form?
8890 in standard index form = 8.89 × 103
What is 5200 in standard index form?
5,200 in standard index form = 5.2 × 103
What is 2.9 million in standard index form?
2.9 million in standard index form = 2.9 × 106
What is 3600 in standard index form?
The number 3600 in standard index form is expressed as (3.6 \times 10^3). This representation indicates that 3.6 is multiplied by 10 raised to the power of 3, which equals 3600.
What is the standard form for 3.45 times 10 power 7?
3.45 × 10^7 is in standard [index] form. In USA 3.45 × 10^7 = 34500000.
What is 4000 in standard form?
It is: 4.0*103
How do you write 0.04 times 10 to the 5th power in standard form?
4 x 10^3 = 4000
What is 1250 in standard index form?
1250 in standard index form = 1.25 × 103
What 1250 in standard index form?
The number 1250 in standard index form is expressed as (1.25 \times 10^3). This representation shows that 1250 can be written as 1.25 multiplied by 10 raised to the power of 3, which indicates it is equivalent to 1250.
What is 0.0023 in standard index form?
0.0023 in standard index form is written as (2.3 \times 10^{-3}). This representation shows that the decimal point has been moved three places to the right, indicating that the original number is small and positive.
