There are infinitely many possible answers.
Let us start with addition:
1+1+23
1+2+22
1+3+21 and so on
and then
2+2+21
2+3+20 etc
and so on until you get to
8+8+9
Now go back to the start and repeat with numbers to 1 decimal place
0.1+0.1+24.8
0.1+0.2+24.7
and so on.
when you reach 8.3+8.3+8.4, go back to the start and repeat with numbers to 2 decimal places. And then 3 decimal places, and then 4, and so on, for infinitely many places.
And you have not even touched on sets which contain negative numbers.
When you have done that, you can start on three numbers being multiplied together, and then extend the search to other mathematical operations.
There are infinitely many possible answers.
Let us start with addition:
1+1+23
1+2+22
1+3+21 and so on
and then
2+2+21
2+3+20 etc
and so on until you get to
8+8+9
Now go back to the start and repeat with numbers to 1 decimal place
0.1+0.1+24.8
0.1+0.2+24.7
and so on.
when you reach 8.3+8.3+8.4, go back to the start and repeat with numbers to 2 decimal places. And then 3 decimal places, and then 4, and so on, for infinitely many places.
And you have not even touched on sets which contain negative numbers.
When you have done that, you can start on three numbers being multiplied together, and then extend the search to other mathematical operations.
There are infinitely many possible answers.
Let us start with addition:
1+1+23
1+2+22
1+3+21 and so on
and then
2+2+21
2+3+20 etc
and so on until you get to
8+8+9
Now go back to the start and repeat with numbers to 1 decimal place
0.1+0.1+24.8
0.1+0.2+24.7
and so on.
when you reach 8.3+8.3+8.4, go back to the start and repeat with numbers to 2 decimal places. And then 3 decimal places, and then 4, and so on, for infinitely many places.
And you have not even touched on sets which contain negative numbers.
When you have done that, you can start on three numbers being multiplied together, and then extend the search to other mathematical operations.
There are infinitely many possible answers.
Let us start with addition:
1+1+23
1+2+22
1+3+21 and so on
and then
2+2+21
2+3+20 etc
and so on until you get to
8+8+9
Now go back to the start and repeat with numbers to 1 decimal place
0.1+0.1+24.8
0.1+0.2+24.7
and so on.
when you reach 8.3+8.3+8.4, go back to the start and repeat with numbers to 2 decimal places. And then 3 decimal places, and then 4, and so on, for infinitely many places.
And you have not even touched on sets which contain negative numbers.
When you have done that, you can start on three numbers being multiplied together, and then extend the search to other mathematical operations.
Divide the sum of the three consecutive numbers by 3: 75/3=25. The smallest of these numbers will be one less than 25 and the largest will be one more than 25, so the three consecutive numbers will be 24, 25, and 26.
the mean of four numbers is 25 and three of the numbers are 17 23 and 25 what is the fourth number?
25 50 76
55
Three numbers that have a greatest common factor of 25 are any multiples of 25 such as 25, 50, and 75. The greatest common factor of these numbers is 25 because it is the largest number that divides each of them evenly. Another set of numbers could be 125, 150, and 175, as they are also multiples of 25 with a greatest common factor of 25.
9, 16, and 25 are square numbers.
Three: 1 5 25.
There are no three consecutive numbers with a sum of 170.
20+25
The mean times three will be the total of all three numbers. Multiply the mean times three and subtract the sum of the two numbers from that total.
Three numbers.
25=20,21,23