What three numbers would you like to be next? Give me the numbers and I can give you a formula that generated the given numbers (for 1, 2, 3, 4) and the wanted numbers (for 5, 6, 7). -------------------------------------------------------------------------------------------------------------------------- ALTERNATIVELY, the answer your teacher most likely wants is the one based on an Arithmetic Progression which gives a much simpler result: 1624 - 1203 = 421 2045 - 1624 = 421 2466 - 2045 = 421 Each term is the previous term plus 421. Thus the next three terms are: 2466 + 421 = 2887 2887 + 421 = 3308 3308 + 421 = 3729
If both the 2010 and 2045 are counted, (ie. "from the start of 2010 to the end of 2045") then that is a timespan of 36 years. If it's from the the same date in each year, (eg. "From July 1st, 2010 to July 1st, 2045") then the timespan would be 35 years.
36 years old (2045-2009) A more pedantic or detailed answer is as follows: Today is 13 August. Assume this is the date of posting the question, though that does not alter the answer substantially. From 1 January 2045 to 12 August 2045 you would consider yourself to be 35 years old. Your 36th birthday would fall on 13 August 2045 and from that date to the end of the year you would consider yourself 36.
8:45 pm
Approx 2045 feet.
2907, 3328, 3749 It's just adding 421 each time.
What three numbers would you like to be next? Give me the numbers and I can give you a formula that generated the given numbers (for 1, 2, 3, 4) and the wanted numbers (for 5, 6, 7). -------------------------------------------------------------------------------------------------------------------------- ALTERNATIVELY, the answer your teacher most likely wants is the one based on an Arithmetic Progression which gives a much simpler result: 1624 - 1203 = 421 2045 - 1624 = 421 2466 - 2045 = 421 Each term is the previous term plus 421. Thus the next three terms are: 2466 + 421 = 2887 2887 + 421 = 3308 3308 + 421 = 3729
There are infinitely many possible answers involving polynomials, and others with functions of different form. According to Wittgenstein's Finite Rule Paradox every finite sequence of numbers can be a described in infinitely many ways and so can be continued in different ways - some simple, some complicated but all equally valid.The simplest solution, in this case, isU(n) = 421*n + 782
2045
451-216-2045
4090 ÷ 2 = 2045 Any number that can be divided by 2 and leave no remainder is an even number.
The phone number of the Glenns Ferry Public is: 208-366-2045.
2045 jk jk im not sure but im pretty sure it was 2045!
December 25, 2045 will fall on a Monday.
2045 megabytes = 1.99707031 gigabytes(from Google search of "2045 MB in GB")
The phone number of the Georgia State Cotton Museum is: 229-268-2045.
If both the 2010 and 2045 are counted, (ie. "from the start of 2010 to the end of 2045") then that is a timespan of 36 years. If it's from the the same date in each year, (eg. "From July 1st, 2010 to July 1st, 2045") then the timespan would be 35 years.