The table of 667 is the multiplication table that shows the list of multiples of 667. As we know, maths tables can be written using addition and multiplication. For example, multiplying 667 by 2 is the same as adding 667 twice. Thus, 667 × 2 = 1334 and 667 + 667 = 1334. In this article, students can access and learn the 667 times table effectively here to score high marks in exams.
Download Table of 667 Here |
Table of 667 Chart
What is the 667 Times Table?
The 667 times table is the list of multiples of 667 that are generated from the multiplication of 667 by consecutive natural numbers. The below table represents the 667 times table up to 10.
Using multiplication |
Using repeated addition |
667 × 1 = 667 |
667 |
667 × 2 = 1334 |
667 + 667 = 1334 |
667 × 3 = 2001 |
667 + 667 + 667 = 2001 |
667 × 4 = 2668 |
667 + 667 + 667 + 667 = 2668 |
667 × 5 = 3335 |
667 + 667 + 667 + 667 + 667 = 3335 |
667 × 6 = 4002 |
667 + 667 + 667 + 667 + 667 + 667 = 4002 |
667 × 7 = 4669 |
667 + 667 + 667 + 667 + 667 + 667 + 667 = 4669 |
667 × 8 = 5336 |
667 + 667 + 667 + 667 + 667 + 667 + 667 + 667 = 5336 |
667 × 9 = 6003 |
667 + 667 + 667 + 667 + 667 + 667 + 667 + 667 + 667 = 6003 |
667 × 10 = 6670 |
667 + 667 + 667 + 667 + 667 + 667 + 667 + 667 + 667 + 667 = 6670 |
Multiplication Table of 667
The below table shows the multiplication of 667 through 20 times.
667 |
× |
1 |
= |
667 |
667 |
× |
2 |
= |
1334 |
667 |
× |
3 |
= |
2001 |
667 |
× |
4 |
= |
2668 |
667 |
× |
5 |
= |
3335 |
667 |
× |
6 |
= |
4002 |
667 |
× |
7 |
= |
4669 |
667 |
× |
8 |
= |
5336 |
667 |
× |
9 |
= |
6003 |
667 |
× |
10 |
= |
6670 |
667 |
× |
11 |
= |
7337 |
667 |
× |
12 |
= |
8004 |
667 |
× |
13 |
= |
8671 |
667 |
× |
14 |
= |
9338 |
667 |
× |
15 |
= |
10005 |
667 |
× |
16 |
= |
10672 |
667 |
× |
17 |
= |
11339 |
667 |
× |
18 |
= |
12006 |
667 |
× |
19 |
= |
12673 |
667 |
× |
20 |
= |
13340 |
Example on the Table of 667
Question:
Find the value of m, if 667 × m = 6003.
Solution:
Given,
667 × m = 6003
From the table of 667, 667 × 9 = 6003.
667 × m = 667 × 9
Therefore, the value of m is 9.
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