What is the smallest multiple of 320 that is greater than 1500?
1600
1520
1480
1700
Multiples of 320 are numbers expressed as 320×n, where n is an integer.se multiples increase by 320 each time (e.g., 320, 640, 960, 1280, 1600). Recognizing multiples of 320 is crucial in mathematics, aiding in algebraic concepts, squares, square roots, and fractions. They help in understanding number properties and performing arithmetic operations efficiently. Multiples are essential in number theory, exploring patterns, relationships, and the behavior of numbers within mathematical frameworks. They serve as building blocks for more complex mathematical ideas and solve algebraic equations. Understanding these multiples enhances mathematical proficiency and problem-solving skills.
Multiples of 320 are numbers that can be expressed as 320×n, where n is an integer. These numbers are always even and include values like 320, 640, 960, 1280, and so on.
Prime Factorization of 320: 2 x 2 x 2 x 2 x 2 x 2 x 5
First 10 Multiples of 320 are 320, 640, 960, 1280, 1600, 1920, 2240, 2560, 2880, 3200
First 50 Multiples of 320 are 320, 640, 960, 1280, 1600, 1920, 2240, 2560, 2880, 3200, 3520, 3840, 4160, 4480, 4800, 5120, 5440, 5760, 6080, 6400, 6720, 7040, 7360, 7680, 8000, 8320, 8640, 8960, 9280, 9600, 9920, 10240, 10560, 10880, 11200, 11520, 11840, 12160, 12480, 12800, 13120, 13440, 13760, 14080, 14400, 14720, 15040, 15360, 15680, 16000
Number | Reason | Remainder |
---|---|---|
320 | 320 × 1 = 320, which is a multiple | 0 |
640 | 320 × 2 = 640, which is a multiple | 0 |
960 | 320 × 3 = 960, which is a multiple | 0 |
1280 | 320 × 4 = 1280, which is a multiple | 0 |
333 | 333 ÷ 320 = 1 remainder 13 | 13 |
Number | Reason | Remainder |
---|---|---|
320 | 320 × 1 = 320, which is a multiple | 0 |
640 | 320 × 2 = 640, which is a multiple | 0 |
960 | 320 × 3 = 960, which is a multiple | 0 |
1280 | 320 × 4 = 1280, which is a multiple | 0 |
1600 | 320 × 5 = 1600, which is a multiple | 0 |
1920 | 320 × 6 = 1920, which is a multiple | 0 |
2240 | 320 × 7 = 2240, which is a multiple | 0 |
2560 | 320 × 8 = 2560, which is a multiple | 0 |
2880 | 320 × 9 = 2880, which is a multiple | 0 |
3200 | 320 × 10 = 3200, which is a multiple | 0 |
3520 | 320 × 11 = 3520, which is a multiple | 0 |
3840 | 320 × 12 = 3840, which is a multiple | 0 |
4160 | 320 × 13 = 4160, which is a multiple | 0 |
4480 | 320 × 14 = 4480, which is a multiple | 0 |
4800 | 320 × 15 = 4800, which is a multiple | 0 |
5120 | 320 × 16 = 5120, which is a multiple | 0 |
5440 | 320 × 17 = 5440, which is a multiple | 0 |
5760 | 320 × 18 = 5760, which is a multiple | 0 |
6080 | 320 × 19 = 6080, which is a multiple | 0 |
6400 | 320 × 20 = 6400, which is a multiple | 0 |
6720 | 320 × 21 = 6720, which is a multiple | 0 |
7040 | 320 × 22 = 7040, which is a multiple | 0 |
7360 | 320 × 23 = 7360, which is a multiple | 0 |
7680 | 320 × 24 = 7680, which is a multiple | 0 |
8000 | 320 × 25 = 8000, which is a multiple | 0 |
8320 | 320 × 26 = 8320, which is a multiple | 0 |
8640 | 320 × 27 = 8640, which is a multiple | 0 |
8960 | 320 × 28 = 8960, which is a multiple | 0 |
9280 | 320 × 29 = 9280, which is a multiple | 0 |
9600 | 320 × 30 = 9600, which is a multiple | 0 |
9920 | 320 × 31 = 9920, which is a multiple | 0 |
10240 | 320 × 32 = 10240, which is a multiple | 0 |
10560 | 320 × 33 = 10560, which is a multiple | 0 |
10880 | 320 × 34 = 10880, which is a multiple | 0 |
11200 | 320 × 35 = 11200, which is a multiple | 0 |
11520 | 320 × 36 = 11520, which is a multiple | 0 |
11840 | 320 × 37 = 11840, which is a multiple | 0 |
12160 | 320 × 38 = 12160, which is a multiple | 0 |
12480 | 320 × 39 = 12480, which is a multiple | 0 |
12800 | 320 × 40 = 12800, which is a multiple | 0 |
13120 | 320 × 41 = 13120, which is a multiple | 0 |
13440 | 320 × 42 = 13440, which is a multiple | 0 |
13760 | 320 × 43 = 13760, which is a multiple | 0 |
14080 | 320 × 44 = 14080, which is a multiple | 0 |
14400 | 320 × 45 = 14400, which is a multiple | 0 |
14720 | 320 × 46 = 14720, which is a multiple | 0 |
15040 | 320 × 47 = 15040, which is a multiple | 0 |
15360 | 320 × 48 = 15360, which is a multiple | 0 |
15680 | 320 × 49 = 15680, which is a multiple | 0 |
16000 | 320 × 50 = 16000, which is a multiple | 0 |
16320 | 320 × 51 = 16320, which is a multiple | 0 |
16640 | 320 × 52 = 16640, which is a multiple | 0 |
16960 | 320 × 53 = 16960, which is a multiple | 0 |
17280 | 320 × 54 = 17280, which is a multiple | 0 |
17600 | 320 × 55 = 17600, which is a multiple | 0 |
17920 | 320 × 56 = 17920, which is a multiple | 0 |
18240 | 320 × 57 = 18240, which is a multiple | 0 |
18560 | 320 × 58 = 18560, which is a multiple | 0 |
18880 | 320 × 59 = 18880, which is a multiple | 0 |
19200 | 320 × 60 = 19200, which is a multiple | 0 |
19520 | 320 × 61 = 19520, which is a multiple | 0 |
19840 | 320 × 62 = 19840, which is a multiple | 0 |
20160 | 320 × 63 = 20160, which is a multiple | 0 |
20480 | 320 × 64 = 20480, which is a multiple | 0 |
20800 | 320 × 65 = 20800, which is a multiple | 0 |
21120 | 320 × 66 = 21120, which is a multiple | 0 |
21440 | 320 × 67 = 21440, which is a multiple | 0 |
21760 | 320 × 68 = 21760, which is a multiple | 0 |
22080 | 320 × 69 = 22080, which is a multiple | 0 |
22400 | 320 × 70 = 22400, which is a multiple | 0 |
22720 | 320 × 71 = 22720, which is a multiple | 0 |
23040 | 320 × 72 = 23040, which is a multiple | 0 |
23360 | 320 × 73 = 23360, which is a multiple | 0 |
23680 | 320 × 74 = 23680, which is a multiple | 0 |
24000 | 320 × 75 = 24000, which is a multiple | 0 |
24320 | 320 × 76 = 24320, which is a multiple | 0 |
24640 | 320 × 77 = 24640, which is a multiple | 0 |
24960 | 320 × 78 = 24960, which is a multiple | 0 |
25280 | 320 × 79 = 25280, which is a multiple | 0 |
25600 | 320 × 80 = 25600, which is a multiple | 0 |
25920 | 320 × 81 = 25920, which is a multiple | 0 |
26240 | 320 × 82 = 26240, which is a multiple | 0 |
26560 | 320 × 83 = 26560, which is a multiple | 0 |
26880 | 320 × 84 = 26880, which is a multiple | 0 |
27200 | 320 × 85 = 27200, which is a multiple | 0 |
27520 | 320 × 86 = 27520, which is a multiple | 0 |
27840 | 320 × 87 = 27840, which is a multiple | 0 |
28160 | 320 × 88 = 28160, which is a multiple | 0 |
28480 | 320 × 89 = 28480, which is a multiple | 0 |
28800 | 320 × 90 = 28800, which is a multiple | 0 |
29120 | 320 × 91 = 29120, which is a multiple | 0 |
29440 | 320 × 92 = 29440, which is a multiple | 0 |
29760 | 320 × 93 = 29760, which is a multiple | 0 |
30080 | 320 × 94 = 30080, which is a multiple | 0 |
30400 | 320 × 95 = 30400, which is a multiple | 0 |
30720 | 320 × 96 = 30720, which is a multiple | 0 |
31040 | 320 × 97 = 31040, which is a multiple | 0 |
31360 | 320 × 98 = 31360, which is a multiple | 0 |
31680 | 320 × 99 = 31680, which is a multiple | 0 |
32000 | 320 × 100 = 32000, which is a multiple | 0 |
Simple Multiples:
Larger Multiples:
Time: 19200 seconds in 320 minutes is a multiple of 320 because 320 × 60 = 19200.
Money: $640 (64000 cents) is a multiple of 320 because 320 × 200 = 64000.
Measurements: 11520 inches in 320 yards is a multiple of 320 because 320 × 36 = 11520.
Counting by 320s: When counting by 320s (320, 640, 960, 1280…), you are listing the multiples of 320.
Even Numbers: Any number like 3200 or 6400 is a multiple of 320 because it can be divided evenly by 320.
There are 31 multiples of 320 below 10000 (320 × 1 to 320 × 31).
The greatest multiple of 320 under 5000 is 4800 (320 × 15 = 4800).
Yes, 0 is a multiple of 320 because 320 × 0 = 0.
Multiples of 320 are used in various applications, such as measuring large quantities and time conversions (e.g., 320 minutes).
Yes, 3200 is a multiple of 320 because 320 × 10 = 3200.
No, multiples of 320 are whole numbers resulting from multiplying 320 by integers.
The difference between consecutive multiples of 320 is always 320.
No, 500 is not a multiple of 320 because it does not divide evenly by 320.
Divide the number by 320. If the remainder is 0, it is a multiple of 320.
The least common multiple (LCM) of 320 and 480 is 960.
No, multiples of 320 can be negative if multiplied by negative integers (e.g., -320, -640).
Multiples of 320 are numbers expressed as 320×n, where n is an integer.se multiples increase by 320 each time (e.g., 320, 640, 960, 1280, 1600). Recognizing multiples of 320 is crucial in mathematics, aiding in algebraic concepts, squares, square roots, and fractions. They help in understanding number properties and performing arithmetic operations efficiently. Multiples are essential in number theory, exploring patterns, relationships, and the behavior of numbers within mathematical frameworks. They serve as building blocks for more complex mathematical ideas and solve algebraic equations. Understanding these multiples enhances mathematical proficiency and problem-solving skills.
Multiples of 320 are numbers that can be expressed as 320×n, where n is an integer. These numbers are always even and include values like 320, 640, 960, 1280, and so on.
Prime Factorization of 320: 2 x 2 x 2 x 2 x 2 x 2 x 5
First 10 Multiples of 320 are 320, 640, 960, 1280, 1600, 1920, 2240, 2560, 2880, 3200
First 50 Multiples of 320 are 320, 640, 960, 1280, 1600, 1920, 2240, 2560, 2880, 3200, 3520, 3840, 4160, 4480, 4800, 5120, 5440, 5760, 6080, 6400, 6720, 7040, 7360, 7680, 8000, 8320, 8640, 8960, 9280, 9600, 9920, 10240, 10560, 10880, 11200, 11520, 11840, 12160, 12480, 12800, 13120, 13440, 13760, 14080, 14400, 14720, 15040, 15360, 15680, 16000
Number | Reason | Remainder |
---|---|---|
320 | 320 × 1 = 320, which is a multiple | 0 |
640 | 320 × 2 = 640, which is a multiple | 0 |
960 | 320 × 3 = 960, which is a multiple | 0 |
1280 | 320 × 4 = 1280, which is a multiple | 0 |
333 | 333 ÷ 320 = 1 remainder 13 | 13 |
Number | Reason | Remainder |
---|---|---|
320 | 320 × 1 = 320, which is a multiple | 0 |
640 | 320 × 2 = 640, which is a multiple | 0 |
960 | 320 × 3 = 960, which is a multiple | 0 |
1280 | 320 × 4 = 1280, which is a multiple | 0 |
1600 | 320 × 5 = 1600, which is a multiple | 0 |
1920 | 320 × 6 = 1920, which is a multiple | 0 |
2240 | 320 × 7 = 2240, which is a multiple | 0 |
2560 | 320 × 8 = 2560, which is a multiple | 0 |
2880 | 320 × 9 = 2880, which is a multiple | 0 |
3200 | 320 × 10 = 3200, which is a multiple | 0 |
3520 | 320 × 11 = 3520, which is a multiple | 0 |
3840 | 320 × 12 = 3840, which is a multiple | 0 |
4160 | 320 × 13 = 4160, which is a multiple | 0 |
4480 | 320 × 14 = 4480, which is a multiple | 0 |
4800 | 320 × 15 = 4800, which is a multiple | 0 |
5120 | 320 × 16 = 5120, which is a multiple | 0 |
5440 | 320 × 17 = 5440, which is a multiple | 0 |
5760 | 320 × 18 = 5760, which is a multiple | 0 |
6080 | 320 × 19 = 6080, which is a multiple | 0 |
6400 | 320 × 20 = 6400, which is a multiple | 0 |
6720 | 320 × 21 = 6720, which is a multiple | 0 |
7040 | 320 × 22 = 7040, which is a multiple | 0 |
7360 | 320 × 23 = 7360, which is a multiple | 0 |
7680 | 320 × 24 = 7680, which is a multiple | 0 |
8000 | 320 × 25 = 8000, which is a multiple | 0 |
8320 | 320 × 26 = 8320, which is a multiple | 0 |
8640 | 320 × 27 = 8640, which is a multiple | 0 |
8960 | 320 × 28 = 8960, which is a multiple | 0 |
9280 | 320 × 29 = 9280, which is a multiple | 0 |
9600 | 320 × 30 = 9600, which is a multiple | 0 |
9920 | 320 × 31 = 9920, which is a multiple | 0 |
10240 | 320 × 32 = 10240, which is a multiple | 0 |
10560 | 320 × 33 = 10560, which is a multiple | 0 |
10880 | 320 × 34 = 10880, which is a multiple | 0 |
11200 | 320 × 35 = 11200, which is a multiple | 0 |
11520 | 320 × 36 = 11520, which is a multiple | 0 |
11840 | 320 × 37 = 11840, which is a multiple | 0 |
12160 | 320 × 38 = 12160, which is a multiple | 0 |
12480 | 320 × 39 = 12480, which is a multiple | 0 |
12800 | 320 × 40 = 12800, which is a multiple | 0 |
13120 | 320 × 41 = 13120, which is a multiple | 0 |
13440 | 320 × 42 = 13440, which is a multiple | 0 |
13760 | 320 × 43 = 13760, which is a multiple | 0 |
14080 | 320 × 44 = 14080, which is a multiple | 0 |
14400 | 320 × 45 = 14400, which is a multiple | 0 |
14720 | 320 × 46 = 14720, which is a multiple | 0 |
15040 | 320 × 47 = 15040, which is a multiple | 0 |
15360 | 320 × 48 = 15360, which is a multiple | 0 |
15680 | 320 × 49 = 15680, which is a multiple | 0 |
16000 | 320 × 50 = 16000, which is a multiple | 0 |
16320 | 320 × 51 = 16320, which is a multiple | 0 |
16640 | 320 × 52 = 16640, which is a multiple | 0 |
16960 | 320 × 53 = 16960, which is a multiple | 0 |
17280 | 320 × 54 = 17280, which is a multiple | 0 |
17600 | 320 × 55 = 17600, which is a multiple | 0 |
17920 | 320 × 56 = 17920, which is a multiple | 0 |
18240 | 320 × 57 = 18240, which is a multiple | 0 |
18560 | 320 × 58 = 18560, which is a multiple | 0 |
18880 | 320 × 59 = 18880, which is a multiple | 0 |
19200 | 320 × 60 = 19200, which is a multiple | 0 |
19520 | 320 × 61 = 19520, which is a multiple | 0 |
19840 | 320 × 62 = 19840, which is a multiple | 0 |
20160 | 320 × 63 = 20160, which is a multiple | 0 |
20480 | 320 × 64 = 20480, which is a multiple | 0 |
20800 | 320 × 65 = 20800, which is a multiple | 0 |
21120 | 320 × 66 = 21120, which is a multiple | 0 |
21440 | 320 × 67 = 21440, which is a multiple | 0 |
21760 | 320 × 68 = 21760, which is a multiple | 0 |
22080 | 320 × 69 = 22080, which is a multiple | 0 |
22400 | 320 × 70 = 22400, which is a multiple | 0 |
22720 | 320 × 71 = 22720, which is a multiple | 0 |
23040 | 320 × 72 = 23040, which is a multiple | 0 |
23360 | 320 × 73 = 23360, which is a multiple | 0 |
23680 | 320 × 74 = 23680, which is a multiple | 0 |
24000 | 320 × 75 = 24000, which is a multiple | 0 |
24320 | 320 × 76 = 24320, which is a multiple | 0 |
24640 | 320 × 77 = 24640, which is a multiple | 0 |
24960 | 320 × 78 = 24960, which is a multiple | 0 |
25280 | 320 × 79 = 25280, which is a multiple | 0 |
25600 | 320 × 80 = 25600, which is a multiple | 0 |
25920 | 320 × 81 = 25920, which is a multiple | 0 |
26240 | 320 × 82 = 26240, which is a multiple | 0 |
26560 | 320 × 83 = 26560, which is a multiple | 0 |
26880 | 320 × 84 = 26880, which is a multiple | 0 |
27200 | 320 × 85 = 27200, which is a multiple | 0 |
27520 | 320 × 86 = 27520, which is a multiple | 0 |
27840 | 320 × 87 = 27840, which is a multiple | 0 |
28160 | 320 × 88 = 28160, which is a multiple | 0 |
28480 | 320 × 89 = 28480, which is a multiple | 0 |
28800 | 320 × 90 = 28800, which is a multiple | 0 |
29120 | 320 × 91 = 29120, which is a multiple | 0 |
29440 | 320 × 92 = 29440, which is a multiple | 0 |
29760 | 320 × 93 = 29760, which is a multiple | 0 |
30080 | 320 × 94 = 30080, which is a multiple | 0 |
30400 | 320 × 95 = 30400, which is a multiple | 0 |
30720 | 320 × 96 = 30720, which is a multiple | 0 |
31040 | 320 × 97 = 31040, which is a multiple | 0 |
31360 | 320 × 98 = 31360, which is a multiple | 0 |
31680 | 320 × 99 = 31680, which is a multiple | 0 |
32000 | 320 × 100 = 32000, which is a multiple | 0 |
Even Numbers: All multiples of 320 are even numbers, meaning they end in 0.
Divisibility: A number is a multiple of 320 if it can be divided by 320 with no remainder.
Factors: Multiples of 320 have 320 as one of their factors.
Infinite Sequence: There are infinitely many multiples of 320, extending indefinitely as 320, 640, 960, 1280, 1600, and so on.
Arithmetic Pattern: The difference between consecutive multiples of 320 is always 320.
Simple Multiples:
320: 320 × 1 = 320
640: 320 × 2 = 640
960: 320 × 3 = 960
Larger Multiples:
3200: 320 × 10 = 3200
6400: 320 × 20 = 6400
9600: 320 × 30 = 9600
Time: 19200 seconds in 320 minutes is a multiple of 320 because 320 × 60 = 19200.
Money: $640 (64000 cents) is a multiple of 320 because 320 × 200 = 64000.
Measurements: 11520 inches in 320 yards is a multiple of 320 because 320 × 36 = 11520.
Time: 19200 seconds in 320 minutes is a multiple of 320 (320 × 60 = 19200).
Money: $3200 is a multiple of 320 (320 × 10 = 3200).
Distance: 6400 meters is a multiple of 320 (320 × 20 = 6400).
Weight: 9600 grams is a multiple of 320 (320 × 30 = 9600).
Volume: 12800 milliliters is a multiple of 320 (320 × 40 = 12800).
Counting by 320s: When counting by 320s (320, 640, 960, 1280…), you are listing the multiples of 320.
Even Numbers: Any number like 3200 or 6400 is a multiple of 320 because it can be divided evenly by 320.
There are 31 multiples of 320 below 10000 (320 × 1 to 320 × 31).
The greatest multiple of 320 under 5000 is 4800 (320 × 15 = 4800).
Yes, 0 is a multiple of 320 because 320 × 0 = 0.
Multiples of 320 are used in various applications, such as measuring large quantities and time conversions (e.g., 320 minutes).
Yes, 3200 is a multiple of 320 because 320 × 10 = 3200.
No, multiples of 320 are whole numbers resulting from multiplying 320 by integers.
The difference between consecutive multiples of 320 is always 320.
No, 500 is not a multiple of 320 because it does not divide evenly by 320.
Divide the number by 320. If the remainder is 0, it is a multiple of 320.
The least common multiple (LCM) of 320 and 480 is 960.
No, multiples of 320 can be negative if multiplied by negative integers (e.g., -320, -640).
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What is the smallest multiple of 320 that is greater than 1500?
1600
1520
1480
1700
Which of the following is not a multiple of 320?
960
1280
1440
1720
What is the 12th multiple of 320?
3840
3842
3620
3200
If you subtract 320 from 2560, which multiple of 320 do you get?
1920
2080
2240
2560
What is the sum of the first 6 multiples of 320?
3840
1920
2560
3200
Which number is a multiple of 320 and is between 4000 and 5000?
4320
4160
4240
5120
What is the difference between the 15th and 10th multiples of 320?
3200
1600
2400
2800
What is the smallest number that is both a multiple of 320 and greater than 7000?
7040
7200
7360
7520
What is the 20th multiple of 320?
6400
6405
6250
6240
Which number is a multiple of 320 and falls between 5000 and 6000?
5120
5200
5600
6000
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