To find three numbers that add to 630 and can be represented using multiplication, consider the numbers 210, 210, and 210. While these three numbers add up to 630 (210 + 210 + 210 = 630), their product is (210 \times 210 \times 210). However, if you're looking for a multiplication factor, you could consider (1 \times 1 \times 630) or any variation thereof, where two of the numbers are 1 and the third is 630.
1 and 630
The sum of the whole numbers from 1 to 630 can be calculated using the formula for the sum of an arithmetic series: ((n/2) \times (first\ term + last\ term)). Here, (n = 630), the first term is 1, and the last term is 630. Thus, the sum is ((630/2) \times (1 + 630) = 315 \times 631 = 198165). Therefore, the sum is 198,165.
18 and 630
You can find this by dividing 2010 by three and adding two for the highest integer and subtracting 2 for the lowest integer. 2010/3=630, so the numbers are 628, 630 and 632
630 315,2 105,3,2 35,3,3,2 7,5,3,3,2
1 and 630
70.5556
The sum of the whole numbers from 1 to 630 can be calculated using the formula for the sum of an arithmetic series: ((n/2) \times (first\ term + last\ term)). Here, (n = 630), the first term is 1, and the last term is 630. Thus, the sum is ((630/2) \times (1 + 630) = 315 \times 631 = 198165). Therefore, the sum is 198,165.
18 and 630
Three quarters of 840 is calculated by multiplying 840 by 3/4, which is equivalent to 0.75. This can be done by multiplying 840 by 0.75, resulting in 630. Therefore, three quarters of 840 is 630.
You can find this by dividing 2010 by three and adding two for the highest integer and subtracting 2 for the lowest integer. 2010/3=630, so the numbers are 628, 630 and 632
The highest common factor of the numbers 490 and 630 is 70.
It is: 2*3*3*5*7 = 630
The least common multiple of the numbers 105 and 90 is 630.
630 315,2 105,3,2 35,3,3,2 7,5,3,3,2
10 and 63
360 and 630 are to such numbers.