1 x 631, 631 x 1
107 = (1 x 100) + (0 x 10) + (7 x 1)
If the number is represented by variable x, then twice the number is represented by 2x.
14,200,000 in Scientific Notation = 1.42 x 107
First ensure that the exponents (the powers of the multipliers of the tens) are the same - if necessary adjust the smaller number by shifting the decimal point left until the powers are the same; for example if the exponents are ``x 105'' and ``x 103'' shift the decimal point of the second number 5 - 3 = 2 places to the left and then the numbers will have the same exponents. Now, align the decimal points and subtract the mantissae (the numbers before the ``x 10'' s) as usual. Finally, adjust the result to correct into standard form if necessary by shifting the decimal point. Examples: 2.3 x 107 - 2.275 x 106 = 2.3 x 107 - 0.2275 x 107 = (2.3 - 0.2275) x 107 = 2.0725 x 107 2.3 x 107 - 2.275 x 107 = (2.3 - 2.275) x 107 = 0.025 x 107 = 2.5 x 105
1 x 631, 631 x 1
107 = (1 x 100) + (0 x 10) + (7 x 1)
3.4 * 107 = 34,000,000, so anything greater than that works. In case you meant 107 and not 107, 3.4 * 107 = 363.8.
If the number is represented by X, then '4 more than a number' is represented by (X+4).
If the number is represented by variable x, then twice the number is represented by 2x.
Yes, 41 x 107
The next number is 77040. Solution: 107 x 2 = 214x 3 = 642 x 4 = 2568 x 5 = 12840 x 6 = 77040
14,200,000 in Scientific Notation = 1.42 x 107
The prime factorization of 24 is 2 x 2 x 2 x 3. The number represented by that prime factorization is 24.
First ensure that the exponents (the powers of the multipliers of the tens) are the same - if necessary adjust the smaller number by shifting the decimal point left until the powers are the same; for example if the exponents are ``x 105'' and ``x 103'' shift the decimal point of the second number 5 - 3 = 2 places to the left and then the numbers will have the same exponents. Now, align the decimal points and subtract the mantissae (the numbers before the ``x 10'' s) as usual. Finally, adjust the result to correct into standard form if necessary by shifting the decimal point. Examples: 2.3 x 107 - 2.275 x 106 = 2.3 x 107 - 0.2275 x 107 = (2.3 - 0.2275) x 107 = 2.0725 x 107 2.3 x 107 - 2.275 x 107 = (2.3 - 2.275) x 107 = 0.025 x 107 = 2.5 x 105
The prime factorization of 642 is 2 x 3 x 107.
x + 12. If the unknown number is represented by x, the expression for a number increased by 12 would be x + 12.