What is the smallest multiple of 104 that is greater than 500?
624
728
832
936
Multiples of 104 are the result of multiplying 104 by any integer. These numbers form a sequence where each term is a product of 104 and another whole number, showcasing the concept of multiplication in mathematics. Understanding multiples is crucial as they highlight the relationship between numbers, divisors, and factors. In essence, a multiple of 104 is any number that can be evenly divided by 104, making these multiples integral to the study of integers and number theory.
Multiples of 104 are the numbers obtained by multiplying 104 with any integer. They are the product of 104 and whole numbers like 1, 2, 3, and so forth. Each multiple is evenly divisible by 104.
Number | Calculation | Reason | Remainder |
---|---|---|---|
312 | 312÷104 = 3 | 312 is a multiple of 104 because it divides evenly. | 0 |
520 | 520÷104 = 5 | 520 is a multiple of 104 because it divides evenly. | 0 |
728 | 728÷104 = 7 | 728 is a multiple of 104 because it divides evenly. | 0 |
936 | 936÷104 = 9 | 936 is a multiple of 104 because it divides evenly. | 0 |
1001 | 1001÷104 = 9 | 1001 is not a multiple of 104 because it does not divide evenly. | 65 |
Number | Reason | Remainder |
---|---|---|
104 | 104 is a multiple of 104 because 104 × 1 = 104 | 0 |
208 | 208 is a multiple of 104 because 104 × 2 = 208 | 0 |
312 | 312 is a multiple of 104 because 104 × 3 = 312 | 0 |
416 | 416 is a multiple of 104 because 104 × 4 = 416 | 0 |
520 | 520 is a multiple of 104 because 104 × 5 = 520 | 0 |
624 | 624 is a multiple of 104 because 104 × 6 = 624 | 0 |
728 | 728 is a multiple of 104 because 104 × 7 = 728 | 0 |
832 | 832 is a multiple of 104 because 104 × 8 = 832 | 0 |
936 | 936 is a multiple of 104 because 104 × 9 = 936 | 0 |
1040 | 1040 is a multiple of 104 because 104 × 10 = 1040 | 0 |
1144 | 1144 is a multiple of 104 because 104 × 11 = 1144 | 0 |
1248 | 1248 is a multiple of 104 because 104 × 12 = 1248 | 0 |
1352 | 1352 is a multiple of 104 because 104 × 13 = 1352 | 0 |
1456 | 1456 is a multiple of 104 because 104 × 14 = 1456 | 0 |
1560 | 1560 is a multiple of 104 because 104 × 15 = 1560 | 0 |
1664 | 1664 is a multiple of 104 because 104 × 16 = 1664 | 0 |
1768 | 1768 is a multiple of 104 because 104 × 17 = 1768 | 0 |
1872 | 1872 is a multiple of 104 because 104 × 18 = 1872 | 0 |
1976 | 1976 is a multiple of 104 because 104 × 19 = 1976 | 0 |
2080 | 2080 is a multiple of 104 because 104 × 20 = 2080 | 0 |
2184 | 2184 is a multiple of 104 because 104 × 21 = 2184 | 0 |
2288 | 2288 is a multiple of 104 because 104 × 22 = 2288 | 0 |
2392 | 2392 is a multiple of 104 because 104 × 23 = 2392 | 0 |
2496 | 2496 is a multiple of 104 because 104 × 24 = 2496 | 0 |
2600 | 2600 is a multiple of 104 because 104 × 25 = 2600 | 0 |
2704 | 2704 is a multiple of 104 because 104 × 26 = 2704 | 0 |
2808 | 2808 is a multiple of 104 because 104 × 27 = 2808 | 0 |
2912 | 2912 is a multiple of 104 because 104 × 28 = 2912 | 0 |
3016 | 3016 is a multiple of 104 because 104 × 29 = 3016 | 0 |
3120 | 3120 is a multiple of 104 because 104 × 30 = 3120 | 0 |
3224 | 3224 is a multiple of 104 because 104 × 31 = 3224 | 0 |
3328 | 3328 is a multiple of 104 because 104 × 32 = 3328 | 0 |
3432 | 3432 is a multiple of 104 because 104 × 33 = 3432 | 0 |
3536 | 3536 is a multiple of 104 because 104 × 34 = 3536 | 0 |
3640 | 3640 is a multiple of 104 because 104 × 35 = 3640 | 0 |
3744 | 3744 is a multiple of 104 because 104 × 36 = 3744 | 0 |
3848 | 3848 is a multiple of 104 because 104 × 37 = 3848 | 0 |
3952 | 3952 is a multiple of 104 because 104 × 38 = 3952 | 0 |
4056 | 4056 is a multiple of 104 because 104 × 39 = 4056 | 0 |
4160 | 4160 is a multiple of 104 because 104 × 40 = 4160 | 0 |
4264 | 4264 is a multiple of 104 because 104 × 41 = 4264 | 0 |
4368 | 4368 is a multiple of 104 because 104 × 42 = 4368 | 0 |
4472 | 4472 is a multiple of 104 because 104 × 43 = 4472 | 0 |
4576 | 4576 is a multiple of 104 because 104 × 44 = 4576 | 0 |
4680 | 4680 is a multiple of 104 because 104 × 45 = 4680 | 0 |
4784 | 4784 is a multiple of 104 because 104 × 46 = 4784 | 0 |
4888 | 4888 is a multiple of 104 because 104 × 47 = 4888 | 0 |
4992 | 4992 is a multiple of 104 because 104 × 48 = 4992 | 0 |
5096 | 5096 is a multiple of 104 because 104 × 49 = 5096 | 0 |
5200 | 5200 is a multiple of 104 because 104 × 50 = 5200 | 0 |
5304 | 5304 is a multiple of 104 because 104 × 51 = 5304 | 0 |
5408 | 5408 is a multiple of 104 because 104 × 52 = 5408 | 0 |
5512 | 5512 is a multiple of 104 because 104 × 53 = 5512 | 0 |
5616 | 5616 is a multiple of 104 because 104 × 54 = 5616 | 0 |
5720 | 5720 is a multiple of 104 because 104 × 55 = 5720 | 0 |
5824 | 5824 is a multiple of 104 because 104 × 56 = 5824 | 0 |
5928 | 5928 is a multiple of 104 because 104 × 57 = 5928 | 0 |
6032 | 6032 is a multiple of 104 because 104 × 58 = 6032 | 0 |
6136 | 6136 is a multiple of 104 because 104 × 59 = 6136 | 0 |
6240 | 6240 is a multiple of 104 because 104 × 60 = 6240 | 0 |
6344 | 6344 is a multiple of 104 because 104 × 61 = 6344 | 0 |
6448 | 6448 is a multiple of 104 because 104 × 62 = 6448 | 0 |
6552 | 6552 is a multiple of 104 because 104 × 63 = 6552 | 0 |
6656 | 6656 is a multiple of 104 because 104 × 64 = 6656 | 0 |
6760 | 6760 is a multiple of 104 because 104 × 65 = 6760 | 0 |
6864 | 6864 is a multiple of 104 because 104 × 66 = 6864 | 0 |
6968 | 6968 is a multiple of 104 because 104 × 67 = 6968 | 0 |
7072 | 7072 is a multiple of 104 because 104 × 68 = 7072 | 0 |
7176 | 7176 is a multiple of 104 because 104 × 69 = 7176 | 0 |
7280 | 7280 is a multiple of 104 because 104 × 70 = 7280 | 0 |
7384 | 7384 is a multiple of 104 because 104 × 71 = 7384 | 0 |
7488 | 7488 is a multiple of 104 because 104 × 72 = 7488 | 0 |
7592 | 7592 is a multiple of 104 because 104 × 73 = 7592 | 0 |
7696 | 7696 is a multiple of 104 because 104 × 74 = 7696 | 0 |
7800 | 7800 is a multiple of 104 because 104 × 75 = 7800 | 0 |
7904 | 7904 is a multiple of 104 because 104 × 76 = 7904 | 0 |
8008 | 8008 is a multiple of 104 because 104 × 77 = 8008 | 0 |
8112 | 8112 is a multiple of 104 because 104 × 78 = 8112 | 0 |
8216 | 8216 is a multiple of 104 because 104 × 79 = 8216 | 0 |
8320 | 8320 is a multiple of 104 because 104 × 80 = 8320 | 0 |
8424 | 8424 is a multiple of 104 because 104 × 81 = 8424 | 0 |
8528 | 8528 is a multiple of 104 because 104 × 82 = 8528 | 0 |
8632 | 8632 is a multiple of 104 because 104 × 83 = 8632 | 0 |
8736 | 8736 is a multiple of 104 because 104 × 84 = 8736 | 0 |
8840 | 8840 is a multiple of 104 because 104 × 85 = 8840 | 0 |
8944 | 8944 is a multiple of 104 because 104 × 86 = 8944 | 0 |
9048 | 9048 is a multiple of 104 because 104 × 87 = 9048 | 0 |
9152 | 9152 is a multiple of 104 because 104 × 88 = 9152 | 0 |
9256 | 9256 is a multiple of 104 because 104 × 89 = 9256 | 0 |
9360 | 9360 is a multiple of 104 because 104 × 90 = 9360 | 0 |
9464 | 9464 is a multiple of 104 because 104 × 91 = 9464 | 0 |
9568 | 9568 is a multiple of 104 because 104 × 92 = 9568 | 0 |
9672 | 9672 is a multiple of 104 because 104 × 93 = 9672 | 0 |
9776 | 9776 is a multiple of 104 because 104 × 94 = 9776 | 0 |
9880 | 9880 is a multiple of 104 because 104 × 95 = 9880 | 0 |
9984 | 9984 is a multiple of 104 because 104 × 96 = 9984 | 0 |
10088 | 10088 is a multiple of 104 because 104 × 97 = 10088 | 0 |
10192 | 10192 is a multiple of 104 because 104 × 98 = 10192 | 0 |
10296 | 10296 is a multiple of 104 because 104 × 99 = 10296 | 0 |
10400 | 10400 is a multiple of 104 because 104 × 100 = 10400 | 0 |
First Ten Multiples of 104:
Additive Property: The sum of two multiples of 104 is also a multiple of 104.
Subtracting Property: The difference between two multiples of 104 is also a multiple of 104.
Scheduling: If an event occurs every 104 days, the schedule can be determined using multiples of 104.
Bulk Quantities: In manufacturing, ordering parts in multiples of 104 can help in inventory management.
Distance: If a car travels 104 miles in one trip, then over multiple trips, the distance covered can be calculated using multiples of 104.
Multiplier | Multiple of 104 |
---|---|
1 | 104 |
2 | 208 |
3 | 312 |
4 | 416 |
5 | 520 |
6 | 624 |
7 | 728 |
8 | 832 |
9 | 936 |
10 | 1040 |
11 | 1144 |
12 | 1248 |
13 | 1352 |
14 | 1456 |
15 | 1560 |
16 | 1664 |
17 | 1768 |
18 | 1872 |
19 | 1976 |
20 | 2080 |
The first ten multiples of 104 are 104, 208, 312, 416, 520, 624, 728, 832, 936, and 1040.
A number is a multiple of 104 if it can be divided evenly by 104 without leaving a remainder.
Multiples of 104 are also multiples of 4, 8, 13, and 26, due to the prime factorization of 104.
Yes, multiples of 104 can be expressed as 104 times any integer.
In mathematics, 104 is used in various calculations, and in the real world, it can represent quantities or measurements.
Yes, multiples of 104 exhibit a regular pattern in their last two digits. They alternate between 04, 08, 12, 16, 20, 24, 28, 32, 36, and 40.
Multiples of 104 have a varying number of factors depending on their value, but they will always have at least 10 factors.
Yes, multiples of 104 can be negative if the multiplier is negative.
Multiples of 104 can be used in modular arithmetic and divisibility tests for larger numbers.
The sum of the first 100 multiples of 104 can be calculated using the formula for the sum of an arithmetic series: n/2 × (first term + last term), where n is the number of terms.
Multiples of 104 are the result of multiplying 104 by any integer. These numbers form a sequence where each term is a product of 104 and another whole number, showcasing the concept of multiplication in mathematics. Understanding multiples is crucial as they highlight the relationship between numbers, divisors, and factors. In essence, a multiple of 104 is any number that can be evenly divided by 104, making these multiples integral to the study of integers and number theory.
Multiples of 104 are the numbers obtained by multiplying 104 with any integer. They are the product of 104 and whole numbers like 1, 2, 3, and so forth. Each multiple is evenly divisible by 104.
Prime Factorization of 104: 2 × 2 × 2 × 13
First 10 Multiples of 104 are 104, 208, 312, 416, 520, 624, 728, 832, 936, 1040.
Number | Calculation | Reason | Remainder |
---|---|---|---|
312 | 312÷104 = 3 | 312 is a multiple of 104 because it divides evenly. | 0 |
520 | 520÷104 = 5 | 520 is a multiple of 104 because it divides evenly. | 0 |
728 | 728÷104 = 7 | 728 is a multiple of 104 because it divides evenly. | 0 |
936 | 936÷104 = 9 | 936 is a multiple of 104 because it divides evenly. | 0 |
1001 | 1001÷104 = 9 | 1001 is not a multiple of 104 because it does not divide evenly. | 65 |
Number | Reason | Remainder |
---|---|---|
104 | 104 is a multiple of 104 because 104 × 1 = 104 | 0 |
208 | 208 is a multiple of 104 because 104 × 2 = 208 | 0 |
312 | 312 is a multiple of 104 because 104 × 3 = 312 | 0 |
416 | 416 is a multiple of 104 because 104 × 4 = 416 | 0 |
520 | 520 is a multiple of 104 because 104 × 5 = 520 | 0 |
624 | 624 is a multiple of 104 because 104 × 6 = 624 | 0 |
728 | 728 is a multiple of 104 because 104 × 7 = 728 | 0 |
832 | 832 is a multiple of 104 because 104 × 8 = 832 | 0 |
936 | 936 is a multiple of 104 because 104 × 9 = 936 | 0 |
1040 | 1040 is a multiple of 104 because 104 × 10 = 1040 | 0 |
1144 | 1144 is a multiple of 104 because 104 × 11 = 1144 | 0 |
1248 | 1248 is a multiple of 104 because 104 × 12 = 1248 | 0 |
1352 | 1352 is a multiple of 104 because 104 × 13 = 1352 | 0 |
1456 | 1456 is a multiple of 104 because 104 × 14 = 1456 | 0 |
1560 | 1560 is a multiple of 104 because 104 × 15 = 1560 | 0 |
1664 | 1664 is a multiple of 104 because 104 × 16 = 1664 | 0 |
1768 | 1768 is a multiple of 104 because 104 × 17 = 1768 | 0 |
1872 | 1872 is a multiple of 104 because 104 × 18 = 1872 | 0 |
1976 | 1976 is a multiple of 104 because 104 × 19 = 1976 | 0 |
2080 | 2080 is a multiple of 104 because 104 × 20 = 2080 | 0 |
2184 | 2184 is a multiple of 104 because 104 × 21 = 2184 | 0 |
2288 | 2288 is a multiple of 104 because 104 × 22 = 2288 | 0 |
2392 | 2392 is a multiple of 104 because 104 × 23 = 2392 | 0 |
2496 | 2496 is a multiple of 104 because 104 × 24 = 2496 | 0 |
2600 | 2600 is a multiple of 104 because 104 × 25 = 2600 | 0 |
2704 | 2704 is a multiple of 104 because 104 × 26 = 2704 | 0 |
2808 | 2808 is a multiple of 104 because 104 × 27 = 2808 | 0 |
2912 | 2912 is a multiple of 104 because 104 × 28 = 2912 | 0 |
3016 | 3016 is a multiple of 104 because 104 × 29 = 3016 | 0 |
3120 | 3120 is a multiple of 104 because 104 × 30 = 3120 | 0 |
3224 | 3224 is a multiple of 104 because 104 × 31 = 3224 | 0 |
3328 | 3328 is a multiple of 104 because 104 × 32 = 3328 | 0 |
3432 | 3432 is a multiple of 104 because 104 × 33 = 3432 | 0 |
3536 | 3536 is a multiple of 104 because 104 × 34 = 3536 | 0 |
3640 | 3640 is a multiple of 104 because 104 × 35 = 3640 | 0 |
3744 | 3744 is a multiple of 104 because 104 × 36 = 3744 | 0 |
3848 | 3848 is a multiple of 104 because 104 × 37 = 3848 | 0 |
3952 | 3952 is a multiple of 104 because 104 × 38 = 3952 | 0 |
4056 | 4056 is a multiple of 104 because 104 × 39 = 4056 | 0 |
4160 | 4160 is a multiple of 104 because 104 × 40 = 4160 | 0 |
4264 | 4264 is a multiple of 104 because 104 × 41 = 4264 | 0 |
4368 | 4368 is a multiple of 104 because 104 × 42 = 4368 | 0 |
4472 | 4472 is a multiple of 104 because 104 × 43 = 4472 | 0 |
4576 | 4576 is a multiple of 104 because 104 × 44 = 4576 | 0 |
4680 | 4680 is a multiple of 104 because 104 × 45 = 4680 | 0 |
4784 | 4784 is a multiple of 104 because 104 × 46 = 4784 | 0 |
4888 | 4888 is a multiple of 104 because 104 × 47 = 4888 | 0 |
4992 | 4992 is a multiple of 104 because 104 × 48 = 4992 | 0 |
5096 | 5096 is a multiple of 104 because 104 × 49 = 5096 | 0 |
5200 | 5200 is a multiple of 104 because 104 × 50 = 5200 | 0 |
5304 | 5304 is a multiple of 104 because 104 × 51 = 5304 | 0 |
5408 | 5408 is a multiple of 104 because 104 × 52 = 5408 | 0 |
5512 | 5512 is a multiple of 104 because 104 × 53 = 5512 | 0 |
5616 | 5616 is a multiple of 104 because 104 × 54 = 5616 | 0 |
5720 | 5720 is a multiple of 104 because 104 × 55 = 5720 | 0 |
5824 | 5824 is a multiple of 104 because 104 × 56 = 5824 | 0 |
5928 | 5928 is a multiple of 104 because 104 × 57 = 5928 | 0 |
6032 | 6032 is a multiple of 104 because 104 × 58 = 6032 | 0 |
6136 | 6136 is a multiple of 104 because 104 × 59 = 6136 | 0 |
6240 | 6240 is a multiple of 104 because 104 × 60 = 6240 | 0 |
6344 | 6344 is a multiple of 104 because 104 × 61 = 6344 | 0 |
6448 | 6448 is a multiple of 104 because 104 × 62 = 6448 | 0 |
6552 | 6552 is a multiple of 104 because 104 × 63 = 6552 | 0 |
6656 | 6656 is a multiple of 104 because 104 × 64 = 6656 | 0 |
6760 | 6760 is a multiple of 104 because 104 × 65 = 6760 | 0 |
6864 | 6864 is a multiple of 104 because 104 × 66 = 6864 | 0 |
6968 | 6968 is a multiple of 104 because 104 × 67 = 6968 | 0 |
7072 | 7072 is a multiple of 104 because 104 × 68 = 7072 | 0 |
7176 | 7176 is a multiple of 104 because 104 × 69 = 7176 | 0 |
7280 | 7280 is a multiple of 104 because 104 × 70 = 7280 | 0 |
7384 | 7384 is a multiple of 104 because 104 × 71 = 7384 | 0 |
7488 | 7488 is a multiple of 104 because 104 × 72 = 7488 | 0 |
7592 | 7592 is a multiple of 104 because 104 × 73 = 7592 | 0 |
7696 | 7696 is a multiple of 104 because 104 × 74 = 7696 | 0 |
7800 | 7800 is a multiple of 104 because 104 × 75 = 7800 | 0 |
7904 | 7904 is a multiple of 104 because 104 × 76 = 7904 | 0 |
8008 | 8008 is a multiple of 104 because 104 × 77 = 8008 | 0 |
8112 | 8112 is a multiple of 104 because 104 × 78 = 8112 | 0 |
8216 | 8216 is a multiple of 104 because 104 × 79 = 8216 | 0 |
8320 | 8320 is a multiple of 104 because 104 × 80 = 8320 | 0 |
8424 | 8424 is a multiple of 104 because 104 × 81 = 8424 | 0 |
8528 | 8528 is a multiple of 104 because 104 × 82 = 8528 | 0 |
8632 | 8632 is a multiple of 104 because 104 × 83 = 8632 | 0 |
8736 | 8736 is a multiple of 104 because 104 × 84 = 8736 | 0 |
8840 | 8840 is a multiple of 104 because 104 × 85 = 8840 | 0 |
8944 | 8944 is a multiple of 104 because 104 × 86 = 8944 | 0 |
9048 | 9048 is a multiple of 104 because 104 × 87 = 9048 | 0 |
9152 | 9152 is a multiple of 104 because 104 × 88 = 9152 | 0 |
9256 | 9256 is a multiple of 104 because 104 × 89 = 9256 | 0 |
9360 | 9360 is a multiple of 104 because 104 × 90 = 9360 | 0 |
9464 | 9464 is a multiple of 104 because 104 × 91 = 9464 | 0 |
9568 | 9568 is a multiple of 104 because 104 × 92 = 9568 | 0 |
9672 | 9672 is a multiple of 104 because 104 × 93 = 9672 | 0 |
9776 | 9776 is a multiple of 104 because 104 × 94 = 9776 | 0 |
9880 | 9880 is a multiple of 104 because 104 × 95 = 9880 | 0 |
9984 | 9984 is a multiple of 104 because 104 × 96 = 9984 | 0 |
10088 | 10088 is a multiple of 104 because 104 × 97 = 10088 | 0 |
10192 | 10192 is a multiple of 104 because 104 × 98 = 10192 | 0 |
10296 | 10296 is a multiple of 104 because 104 × 99 = 10296 | 0 |
10400 | 10400 is a multiple of 104 because 104 × 100 = 10400 | 0 |
Definition: A multiple of 104 is any number that can be expressed as 104 times an integer. For example, 104×1 = 104, 104×2 = 208, and so on.
General Form: If n is an integer, then 104n is a multiple of 104. Examples: 104×3 = 312, 104×4 = 416.
Pattern Recognition: Multiples of 104 follow a pattern where each multiple increases by 104 from the previous one. For example: 104, 208, 312, 416, 520.
Arithmetic Sequence: The sequence of multiples of 104 forms an arithmetic sequence where the common difference is 104.
Divisibility: Any multiple of 104 is divisible by 104 without leaving a remainder. For instance, 520÷104 = 5 with a remainder of 0.
Even Numbers: Since 104 is an even number, all multiples of 104 are also even. Examples include 208, 416, 624.
Multiplication Method: To find the nth multiple of 104, multiply 104 by n. For example, the 10th multiple is 104×10 = 1040.
Addition Method: To find the next multiple of 104, add 104 to the current multiple. For example, if the current multiple is 208, the next multiple is 208+104 = 312.
Problem Solving: Multiples of 104 are used in various mathematical problems, including finding common multiples and solving equations involving multiples.
Real-World Uses: Understanding multiples can help in real-life scenarios such as event planning (e.g., seating arrangements), scheduling (e.g., time intervals), and financial calculations (e.g., batch processing).
First Ten Multiples of 104:
104 × 1 = 104
104 × 2 = 208
104 × 3 = 312
104 × 4 = 416
104 × 5 = 520
104 × 6 = 624
104 × 7 = 728
104 × 8 = 832
104 × 9 = 936
104 × 10 = 1040
Additive Property: The sum of two multiples of 104 is also a multiple of 104.
Example: 208 + 416 = 624 (both 208 and 416 are multiples of 104, and so is 624).
Subtracting Property: The difference between two multiples of 104 is also a multiple of 104.
Example: 832 – 520 = 312 (both 832 and 520 are multiples of 104, and so is 312).
Scheduling: If an event occurs every 104 days, the schedule can be determined using multiples of 104.
Example: If an event starts on January 1st, the next occurrence will be on April 15th (104 days later), then on July 29th (208 days later), and so on.
Bulk Quantities: In manufacturing, ordering parts in multiples of 104 can help in inventory management.
Example: If a factory orders screws in batches of 104, ordering 5 batches means they receive 520 screws (5 × 104).
104 × 20 = 2080
104 × 50 = 5200
104 × 100 = 10400
104 × 500 = 52000
Distance: If a car travels 104 miles in one trip, then over multiple trips, the distance covered can be calculated using multiples of 104.
Example: Over 3 trips, the car travels 312 miles (104 × 3 = 312).
Multiplier | Multiple of 104 |
---|---|
1 | 104 |
2 | 208 |
3 | 312 |
4 | 416 |
5 | 520 |
6 | 624 |
7 | 728 |
8 | 832 |
9 | 936 |
10 | 1040 |
11 | 1144 |
12 | 1248 |
13 | 1352 |
14 | 1456 |
15 | 1560 |
16 | 1664 |
17 | 1768 |
18 | 1872 |
19 | 1976 |
20 | 2080 |
The first ten multiples of 104 are 104, 208, 312, 416, 520, 624, 728, 832, 936, and 1040.
A number is a multiple of 104 if it can be divided evenly by 104 without leaving a remainder.
Multiples of 104 are also multiples of 4, 8, 13, and 26, due to the prime factorization of 104.
Yes, multiples of 104 can be expressed as 104 times any integer.
In mathematics, 104 is used in various calculations, and in the real world, it can represent quantities or measurements.
Yes, multiples of 104 exhibit a regular pattern in their last two digits. They alternate between 04, 08, 12, 16, 20, 24, 28, 32, 36, and 40.
Multiples of 104 have a varying number of factors depending on their value, but they will always have at least 10 factors.
Yes, multiples of 104 can be negative if the multiplier is negative.
Multiples of 104 can be used in modular arithmetic and divisibility tests for larger numbers.
The sum of the first 100 multiples of 104 can be calculated using the formula for the sum of an arithmetic series: n/2 × (first term + last term), where n is the number of terms.
Text prompt
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What is the smallest multiple of 104 that is greater than 500?
624
728
832
936
Which of these numbers is a multiple of 104?
416
520
624
728
What is the 7th multiple of 104?
728
800
912
1040
If a number is divisible by 104, which of the following must be true?
The number must be even.
The number must end in 4.
The number must be a multiple of 104.
The number must end in 0.
Find the sum of the first 5 multiples of 104.
2080
3120
4160
5200
Which of these is not a multiple of 104?
416
624
728
832
What is the product of 104 and 9?
936
9360
93600
93
If you subtract 104 from 832, what multiple of 104 do you get?
624
728
832
936
Which number is the 15th multiple of 104?
1560
1566
1568
1600
What is the sum of the 3rd and 7th multiples of 104?
936
1296
1472
2080
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