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5 digit combinations for numbers 1 to 50= 50 C 5

N!= 1x2x3x4x...x (N-1) x N

= (50!)/(45!x5!) =(50x49x...x2x1)/((45x44x...x2x1)(5x4x3x2x1))

=(50x49x48x47x46)/(5x4x3x2)=254251200/120 =2118760

2118760 combinations

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How many 6 number combinations can made from 50 numbers 1-50?

We are not told anything about repeats so I will assume you can repeat a digit. For example, you can have 111111 The first digits has 50 choices so does the second and the third..etc so we have 50^6 combinations.


How many three-digit odd numbers are possible if the left digit cannot be zero?

450... There are 500 odd numbers from 000 to 999 inclusive. From 000 to 099, there are 50 odd numbers. 500 - 50 = 450.


What would happen if number zero was not there?

then there would only be a 1. and there would be no 2,3,4,5,6,7,8,9 digit numbers onlya one digit number. and there would be only 1,2,3,4,5,6,7,8,9,numbers to use not 10, 20,30,40 ,50 ,60,70,80,90,100 because they need zeros


What is the product of a 2 digit number and a 4 digit number is about 500000?

To find the product of a 2-digit number and a 4-digit number that is approximately 500,000, we need to consider the magnitude of the numbers involved. Since a 2-digit number ranges from 10 to 99 and a 4-digit number ranges from 1000 to 9999, their product will be in the range of 10,000 to 99,000,000. To get a product around 500,000, we can estimate that the 2-digit number is around 50 and the 4-digit number is around 10,000. Therefore, the product of a 50 and 10,000 is 500,000.


How do you do dividing 2 digit by 1 digit numbers?

Divided : 100 / 10 = 10 10 / 10 = 1 1 / 1 =1 You Take Away The Zeros/Add a decimal point. To divide in general, you see how many times one number can be put into another. (Eg. 50/5 = 10) 50/5 - To divide 50 by 5, you must see how many times 5 can be put into 50. You can count up to 50 in 5's: 5 (1), 10 (2), 15 (3), 20 (4), 25 (5), 30 (6), 35 (7), 40 (8), 45 (9), 50 (10). This means that the answer for 50/5 is 10. To divide a 2 didgit number by 1 didgit numbers, "you see how many times one number can be put into another.". If you mean to divide a 1 didgit number by a 2 didgit number, a possible way would be like this: ___ 60|5 (60/5) 0. As 60 does not go into 5, we write "0." as part of the answer. We also change the "5" into a "50" Now we can work out 60/5. 10x 50 < This now means we write 0.12 (12x) --------- 10 2x 10 We add the "--x" together, (10x + 2x), --------- "10 + 2". 0 This gives us "12" We now put that 12 after the decimal point. 0.12. This is the answer. This method is referred to as "chunking".

Related Questions

How many 5 digit combinations for numbers 1-50?

50 to the 5th power.156,250 combination.


How many 6 number combinations can made from 50 numbers 1-50?

We are not told anything about repeats so I will assume you can repeat a digit. For example, you can have 111111 The first digits has 50 choices so does the second and the third..etc so we have 50^6 combinations.


How many 3-digit numbers are multiples of 18?

50 of them.


How many 6 number combinations are there in numbers 1 tp 50?

300


What two numbers multiply together to make 50?

There are many such combinations. 1 x 50 for instance.


How many three-digit odd numbers are possible if the left digit cannot be zero?

450... There are 500 odd numbers from 000 to 999 inclusive. From 000 to 099, there are 50 odd numbers. 500 - 50 = 450.


How many one digit numbers are there from 1-50?

There are nine one-digit numbers from 1 to 50. These numbers are 1, 2, 3, 4, 5, 6, 7, 8, and 9. All other numbers in that range are two digits or greater.


How many numbers between 1 to 50 that contains digit 1?

I count 14 of them.


How many numerical combinations can you make with the numbers 1-50?

51


How many zeros appear when you write 1 to 50?

The digit zeroes appear in the numbers 10, 20, 30, 40 and 50, making a total of 5 digit zeroes.


How many 5 number combinations are there numbers 1-50?

To find the number of 5-number combinations from the numbers 1 to 50, you can use the combination formula ( C(n, r) = \frac{n!}{r!(n-r)!} ). Here, ( n = 50 ) and ( r = 5 ). Therefore, the number of combinations is ( C(50, 5) = \frac{50!}{5!(50-5)!} = \frac{50!}{5! \times 45!} = 2,118,760 ). Thus, there are 2,118,760 different 5-number combinations possible.


How many times does the digit 1 appear in the page numbers of a 50 page book?

16