The Multiplication Table of 520 is nothing more than the repetitive addition of the number 520. 520 is an even number that is divisible by 2, 4, 5 and 10. The last 2 digits of the multiples end with either 00, 20, 40, 60, or 80. The table of 520 is the same as the table of 52, but ends with a 0. You can memorise the Table of 52

Table of 520 Chart

Table of 520

What is the 520 Times Table?

In the table of 520, we are repeatedly adding 520 multiple times. And the table below gives a repetitive addition 10 times for the number 520.

520 × 1 = 520	520
520 × 2 = 1040	520 + 520 = 1040
520 × 3 = 1560	520 + 520 + 520 = 1560
520 × 4 = 2080	520 + 520 + 520 + 520 = 2080
520 × 5 = 2600	520 + 520 + 520 + 520 + 520 = 2600
520 × 6 = 3120	520 + 520 + 520 + 520 + 520 + 520 = 3120
520 × 7 = 3640	520 + 520 + 520 + 520 + 520 + 520 + 520 = 3640
520 × 8 = 4160	520 + 520 + 520 + 520 + 520 + 520 + 520 + 520 = 4160
520 × 9 = 4680	520 + 520 + 520 + 520 + 520 + 520 + 520 + 520 + 520 = 4680
520 × 10 = 5200	520 + 520 + 520 + 520 + 520 + 520 + 520 + 520 + 520 + 520 = 5200

Multiplication Table of 520

Given below is the multiplication table of 520 being done 20 times. The below table helps you with multiplication problems that require the tables of 520.

520	×	1	=	520
520	×	2	=	1040
520	×	3	=	1560
520	×	4	=	2080
520	×	5	=	2600
520	×	6	=	3120
520	×	7	=	3640
520	×	8	=	4160
520	×	9	=	4680
520	×	10	=	5200
520	×	11	=	5720
520	×	12	=	6240
520	×	13	=	6760
520	×	14	=	7280
520	×	15	=	7800
520	×	16	=	8320
520	×	17	=	8840
520	×	18	=	9360
520	×	19	=	9880
520	×	20	=	10400

Solved Example on Table of 520

Example:

Solve for y:

y = 520 x 17 + 20.

Solution: y = 8860.

520 x 17 = 8840

8840 + 20 = 8860.

Frequently Asked Questions on Table of 520

What is 20 times 520?

20 times 520 is 10400.

Is 520 a multiple of 20?

Yes. 520 is a multiple of 20. 26 times 20 is 520.

What are the prime factors of 520?

2, 5 and 13 are the prime factors of 520.