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Q: How many different ways can 15 be written as the sum of 4 different counting numbers assume the order does not matter?
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What is the sum of the first three squared numbers?

I assume you mean the first three "counting" (ordinal) numbers, which are 1, 2, and 3. The sum is therefore 1 + 4 + 9 = 14.


How many 9 digit numbers are ther in all?

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Months have different numbers of days. If we assume sort-of-average months of 30 days, you have to multiply all of the following numbers:2 (the number of months) 30 (days per month)24 (hours per day)60 (minutes per hour)Months have different numbers of days. If we assume sort-of-average months of 30 days, you have to multiply all of the following numbers:2 (the number of months)30 (days per month)24 (hours per day)60 (minutes per hour)Months have different numbers of days. If we assume sort-of-average months of 30 days, you have to multiply all of the following numbers:2 (the number of months)30 (days per month)24 (hours per day)60 (minutes per hour)Months have different numbers of days. If we assume sort-of-average months of 30 days, you have to multiply all of the following numbers:2 (the number of months)30 (days per month)24 (hours per day)60 (minutes per hour)


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We'll assume that you only want to talk about whole numbers.The smallest 7-digit number is 1,000,000. The largest one is 9,999,999.They represent (all of the counting numbers up to 9,999,999) minus (the first 999,999).That leaves 9,000,000 numbers


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