What is the result of multiplying 83 by 5?
405
415
492
564
Multiples of 83 are numbers that can be expressed as 83 × n, where n is an integer. These multiples follow a pattern, increasing by 83 each time (e.g., 83, 166, 249, 332, 415). Multiples of 83 are crucial in mathematics, particularly in algebraic concepts, squares, square roots, and fractions. They play a fundamental role in understanding number properties and performing various arithmetic operations efficiently. Recognizing these multiples aids in grasping more complex mathematical ideas and solving algebraic equations. Multiples of 83 serve as essential building blocks in number theory, helping to explore patterns, relationships, and the behavior of numbers within mathematical frameworks. Understanding multiples of 83 enhances mathematical proficiency and problem-solving skills.
Multiples of 83 are numbers that can be expressed as 83×n, where n is an integer. These numbers are always even and include values like 83, 166, 249, 332, and so on.
Prime Factorization of 83 : 1 × 83
First 10 Multiples of 83 are 83, 166, 249, 332, 415, 498, 581, 664, 747, 830
First 50 Multiples of 83 are 83, 166, 249, 332, 415, 498, 581, 664, 747, 830, 913, 996, 1079, 1162, 1245, 1328, 1411, 1494, 1577, 1660, 1743, 1826, 1909, 1992, 2075, 2158, 2241, 2324, 2407, 2490, 2573, 2656, 2739, 2822, 2905, 2988, 3071, 3154, 3237, 3320, 3403, 3486, 3569, 3652, 3735, 3818, 3901, 3984, 4067, 4150, 4233, 4316, 4399, 4482, 4565, 4648, 4731, 4814, 4897, 4980, 5063, 5146, 5229, 5312, 5395, 5478, 5561, 5644, 5727, 5810, 5893, 5976, 6059, 6142, 6225, 6308, 6391, 6474, 6557, 6640, 6723, 6806, 6889, 6972, 7055, 7138, 7221, 7304, 7387, 7470, 7553, 7636, 7719, 7802, 7885, 7968, 8051, 8134, 8217, 8300, 8383.
Number | Reason | Remainder |
---|---|---|
83 | 83 × 1 = 83, which is exactly divisible by 83 | 0 |
166 | 83 × 2 = 166, which is exactly divisible by 83 | 0 |
249 | 83 × 3 = 249, which is exactly divisible by 83 | 0 |
332 | 83 × 4 = 332, which is exactly divisible by 83 | 0 |
149 | 149 ÷ 83 is not an integer; not divisible by 83 | 66 |
Number | Reason | Remainder |
---|---|---|
83 | 83 × 1 = 83, which is exactly divisible by 83 | 0 |
166 | 83 × 2 = 166, which is exactly divisible by 83 | 0 |
249 | 83 × 3 = 249, which is exactly divisible by 83 | 0 |
332 | 83 × 4 = 332, which is exactly divisible by 83 | 0 |
415 | 83 × 5 = 415, which is exactly divisible by 83 | 0 |
498 | 83 × 6 = 498, which is exactly divisible by 83 | 0 |
581 | 83 × 7 = 581, which is exactly divisible by 83 | 0 |
664 | 83 × 8 = 664, which is exactly divisible by 83 | 0 |
747 | 83 × 9 = 747, which is exactly divisible by 83 | 0 |
830 | 83 × 10 = 830, which is exactly divisible by 83 | 0 |
913 | 83 × 11 = 913, which is exactly divisible by 83 | 0 |
996 | 83 × 12 = 996, which is exactly divisible by 83 | 0 |
1079 | 83 × 13 = 1079, which is exactly divisible by 83 | 0 |
1162 | 83 × 14 = 1162, which is exactly divisible by 83 | 0 |
1245 | 83 × 15 = 1245, which is exactly divisible by 83 | 0 |
1328 | 83 × 16 = 1328, which is exactly divisible by 83 | 0 |
1411 | 83 × 17 = 1411, which is exactly divisible by 83 | 0 |
1494 | 83 × 18 = 1494, which is exactly divisible by 83 | 0 |
1577 | 83 × 19 = 1577, which is exactly divisible by 83 | 0 |
1660 | 83 × 20 = 1660, which is exactly divisible by 83 | 0 |
1743 | 83 × 21 = 1743, which is exactly divisible by 83 | 0 |
1826 | 83 × 22 = 1826, which is exactly divisible by 83 | 0 |
1909 | 83 × 23 = 1909, which is exactly divisible by 83 | 0 |
1992 | 83 × 24 = 1992, which is exactly divisible by 83 | 0 |
2075 | 83 × 25 = 2075, which is exactly divisible by 83 | 0 |
2158 | 83 × 26 = 2158, which is exactly divisible by 83 | 0 |
2241 | 83 × 27 = 2241, which is exactly divisible by 83 | 0 |
2324 | 83 × 28 = 2324, which is exactly divisible by 83 | 0 |
2407 | 83 × 29 = 2407, which is exactly divisible by 83 | 0 |
2490 | 83 × 30 = 2490, which is exactly divisible by 83 | 0 |
2573 | 83 × 31 = 2573, which is exactly divisible by 83 | 0 |
2656 | 83 × 32 = 2656, which is exactly divisible by 83 | 0 |
2739 | 83 × 33 = 2739, which is exactly divisible by 83 | 0 |
2822 | 83 × 34 = 2822, which is exactly divisible by 83 | 0 |
2905 | 83 × 35 = 2905, which is exactly divisible by 83 | 0 |
2988 | 83 × 36 = 2988, which is exactly divisible by 83 | 0 |
3071 | 83 × 37 = 3071, which is exactly divisible by 83 | 0 |
3154 | 83 × 38 = 3154, which is exactly divisible by 83 | 0 |
3237 | 83 × 39 = 3237, which is exactly divisible by 83 | 0 |
3320 | 83 × 40 = 3320, which is exactly divisible by 83 | 0 |
3403 | 83 × 41 = 3403, which is exactly divisible by 83 | 0 |
3486 | 83 × 42 = 3486, which is exactly divisible by 83 | 0 |
3569 | 83 × 43 = 3569, which is exactly divisible by 83 | 0 |
3652 | 83 × 44 = 3652, which is exactly divisible by 83 | 0 |
3735 | 83 × 45 = 3735, which is exactly divisible by 83 | 0 |
3818 | 83 × 46 = 3818, which is exactly divisible by 83 | 0 |
3901 | 83 × 47 = 3901, which is exactly divisible by 83 | 0 |
3984 | 83 × 48 = 3984, which is exactly divisible by 83 | 0 |
4067 | 83 × 49 = 4067, which is exactly divisible by 83 | 0 |
4150 | 83 × 50 = 4150, which is exactly divisible by 83 | 0 |
4233 | 83 × 51 = 4233, which is exactly divisible by 83 | 0 |
4316 | 83 × 52 = 4316, which is exactly divisible by 83 | 0 |
4399 | 83 × 53 = 4399, which is exactly divisible by 83 | 0 |
4482 | 83 × 54 = 4482, which is exactly divisible by 83 | 0 |
4565 | 83 × 55 = 4565, which is exactly divisible by 83 | 0 |
4648 | 83 × 56 = 4648, which is exactly divisible by 83 | 0 |
4731 | 83 × 57 = 4731, which is exactly divisible by 83 | 0 |
4814 | 83 × 58 = 4814, which is exactly divisible by 83 | 0 |
4897 | 83 × 59 = 4897, which is exactly divisible by 83 | 0 |
4980 | 83 × 60 = 4980, which is exactly divisible by 83 | 0 |
5063 | 83 × 61 = 5063, which is exactly divisible by 83 | 0 |
5146 | 83 × 62 = 5146, which is exactly divisible by 83 | 0 |
5229 | 83 × 63 = 5229, which is exactly divisible by 83 | 0 |
5312 | 83 × 64 = 5312, which is exactly divisible by 83 | 0 |
5395 | 83 × 65 = 5395, which is exactly divisible by 83 | 0 |
5478 | 83 × 66 = 5478, which is exactly divisible by 83 | 0 |
5561 | 83 × 67 = 5561, which is exactly divisible by 83 | 0 |
5644 | 83 × 68 = 5644, which is exactly divisible by 83 | 0 |
5727 | 83 × 69 = 5727, which is exactly divisible by 83 | 0 |
5810 | 83 × 70 = 5810, which is exactly divisible by 83 | 0 |
5893 | 83 × 71 = 5893, which is exactly divisible by 83 | 0 |
5976 | 83 × 72 = 5976, which is exactly divisible by 83 | 0 |
6059 | 83 × 73 = 6059, which is exactly divisible by 83 | 0 |
6142 | 83 × 74 = 6142, which is exactly divisible by 83 | 0 |
6225 | 83 × 75 = 6225, which is exactly divisible by 83 | 0 |
6308 | 83 × 76 = 6308, which is exactly divisible by 83 | 0 |
6391 | 83 × 77 = 6391, which is exactly divisible by 83 | 0 |
6474 | 83 × 78 = 6474, which is exactly divisible by 83 | 0 |
6557 | 83 × 79 = 6557, which is exactly divisible by 83 | 0 |
6640 | 83 × 80 = 6640, which is exactly divisible by 83 | 0 |
6723 | 83 × 81 = 6723, which is exactly divisible by 83 | 0 |
6806 | 83 × 82 = 6806, which is exactly divisible by 83 | 0 |
6889 | 83 × 83 = 6889, which is exactly divisible by 83 | 0 |
6972 | 83 × 84 = 6972, which is exactly divisible by 83 | 0 |
7055 | 83 × 85 = 7055, which is exactly divisible by 83 | 0 |
7138 | 83 × 86 = 7138, which is exactly divisible by 83 | 0 |
7221 | 83 × 87 = 7221, which is exactly divisible by 83 | 0 |
7304 | 83 × 88 = 7304, which is exactly divisible by 83 | 0 |
7387 | 83 × 89 = 7387, which is exactly divisible by 83 | 0 |
7470 | 83 × 90 = 7470, which is exactly divisible by 83 | 0 |
7553 | 83 × 91 = 7553, which is exactly divisible by 83 | 0 |
7636 | 83 × 92 = 7636, which is exactly divisible by 83 | 0 |
7719 | 83 × 93 = 7719, which is exactly divisible by 83 | 0 |
7802 | 83 × 94 = 7802, which is exactly divisible by 83 | 0 |
7885 | 83 × 95 = 7885, which is exactly divisible by 83 | 0 |
7968 | 83 × 96 = 7968, which is exactly divisible by 83 | 0 |
8051 | 83 × 97 = 8051, which is exactly divisible by 83 | 0 |
8134 | 83 × 98 = 8134, which is exactly divisible by 83 | 0 |
8217 | 83 × 99 = 8217, which is exactly divisible by 83 | 0 |
8300 | 83 × 100 = 8300, which is exactly divisible by 83 | 0 |
83: 83×1 = 83
166: 83×2 = 166
249: 83×3 = 249
830: 83×10 = 830
1660: 83×20 = 1660
3320: 83×40 = 3320
Counting by Eighty-Threes: When counting by eighty-threes (83, 166, 249, 332…), you are listing the multiples of 83.
Odd Numbers: Any number that is a multiple of 83, such as 166 or 249, is a multiple of 83 because it can be divided evenly by 83.
Yes, 249 is a multiple of 83 because 83×3=249.
The first five multiples of 83 are 83, 166, 249, 332, and 415.
Yes, 83 is a common multiple of 1, 83.
Multiples of 83 can be used in scenarios involving grouping, packaging, or arranging items in sets of 83.
The largest multiple of 83 less than 1000 is 913 (83×11=913).
Yes, multiples of 83 are used in various mathematical concepts, including algebra and number theory.
No, 900 is not a multiple of 83 because 900÷83 does not result in an integer.
Yes, multiples of 83 can be negative if multiplied by a negative integer (e.g., 83×-1=-83).
Yes, 747 is a multiple of 83 because 83×9=747.
Yes, a number can be a multiple of 83 and another number if both numbers share common factors. For example, 166 is a multiple of 83 and 2.
The smallest multiple of 83 is 83 itself.
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What is the result of multiplying 83 by 5?
405
415
492
564
Which of these numbers is not a multiple of 83?
249
415
664
750
What is the smallest multiple of 83 that is greater than 400?
415
498
664
747
What is the difference between the sixth and third multiples of 83?
249
498
747
664
Which number is the seventh multiple of 83?
581
588
664
747
What is the sum of the first four multiples of 83?
662
664
747
832
If you subtract 83 from 664, which multiple of 83 do you get?
581
600
747
832
Which multiple of 83 is closest to 1000?
830
664
747
915
Which number is the 12th multiple of 83?
996
1000
830
747
What is the result when you add the 8th and 10th multiples of 83?
830
1158
1212
1448
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