There are 4,500 combinations.
There are some necessary parameters missing in your problem as written above. You need to know, first and foremost, how many digits in a telephone number. In the USA and Canada, that is always 7, but in some countries it may be more or less than that, and some places even have different lengths of telephone numbers within the same city or town, but that would be beyond the scope of this type of word problem. A digit with no restrictions has ten possible values. The restriction that the first digit cannot be zero reduces that position to 9 possible values. Multiply together the number of possible values for each digit of the telephone number. For example, if you have a 7-digit phone number, and the only restriction is that the first digit cannot be zero, then you have 9 x 10 x 10 x 10 x 10 x 10 x 10 x 10 = 9,000,000 possible telephone numbers In reality, there are about 7.9 million possible phone numbers in any given US or Canadian area code, because there are additional restrictions on the first three digits. For example, a number can begin with 4, and can even begin with 41, but cannot begin with 411.
An infinite number.
Believe it or not, the number of prime numbers beginning with 8 is infinite.
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There are 4,500 combinations.
The set of numbers that begin with the number 1 is Natural Numbers.
This question cannot be answered because an infinite quantity of prime numbers begin with a nine.
There are 4*4*3*2*1 = 96 such numbers.
If the digits may be repeated, and if the number may begin with a zero, then it's just all ofthe counting numbers up to 999,999,999.If it can't begin with a zero, then you have to throw away the first 99,999,999 and there canonly be 900,000,000.
There are some necessary parameters missing in your problem as written above. You need to know, first and foremost, how many digits in a telephone number. In the USA and Canada, that is always 7, but in some countries it may be more or less than that, and some places even have different lengths of telephone numbers within the same city or town, but that would be beyond the scope of this type of word problem. A digit with no restrictions has ten possible values. The restriction that the first digit cannot be zero reduces that position to 9 possible values. Multiply together the number of possible values for each digit of the telephone number. For example, if you have a 7-digit phone number, and the only restriction is that the first digit cannot be zero, then you have 9 x 10 x 10 x 10 x 10 x 10 x 10 x 10 = 9,000,000 possible telephone numbers In reality, there are about 7.9 million possible phone numbers in any given US or Canadian area code, because there are additional restrictions on the first three digits. For example, a number can begin with 4, and can even begin with 41, but cannot begin with 411.
At least a countably infinite number: Begin with "what is the next number after 1?", then substitute successively the numbers 2, 3, 4, ... for 1 at the end of the question.
An infinite number.
Lots of numbers do. To begin, all real numbers do. Multiples of sqrt(-1), aka. imaginary numbers, do. The Complex Numbers are all numbers which are the sum of a real number and an imaginary number.
Whole no are the number which begin from 0 Factors of 75 are 5x5x3 All the numbers are whole numbers.
Add "+65" and then the phone number behind. Singapore phone numbers are 8-digit, and office/home numbers begin with 6, mobile numbers begin with 9, and the newer mobile numbers, 8.
Believe it or not, the number of prime numbers beginning with 8 is infinite.