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Last updated on December 2nd, 2024

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Table of 83

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Foundation
Intermediate
Advance Topics

Table of 83 consists of the multiples of the number 83 when multiplied by numbers. We use multiplication tables to calculate distance and for grading in schools. Below are facts about the table of 83.

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What is a multiplication table of 83?

Table of 83 is a structured list of multiples of 83 with their products, it helps the learner calculate the multiples of 83. The pattern in the table of 83 is the repeated addition of 83 and keeps increasing as 83, 166, 249, 332, 415, 498, 51, 664, 747, 830…
 

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83 Times Table Chart

Here is the table of 83 from the multiples 1 to 10 and 11 to 20.


 

TABLE OF 83 (1-10)

83 x 1 = 83

83 x 6 = 498

83 x 2 = 166

83 x 7 = 581

83 x 3 = 249

83 x 8 = 664

83 x 4 = 332

83 x 9 = 747

83 x 5 = 415

83 x 10 = 830

 

TABLE OF 83 (11-20)

83 x 11 = 913

83 x 16 = 1328

83 x 12 = 996

83 x 17 = 1411

83 x 13 = 1079

83 x 18 = 1494

83 x 14 = 1162

83 x 19 = 1577

83 x 15 = 1245

83 x 20 = 1660

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Tips and tricks for the multiplication table of 83

Tips and tricks will help the students learn the tables and understand them without difficulties.

 

  • Students can use the distributive property to find the product of table of 83, 83 x 14, 83 x 10 + 83 x 4 = 830 + 332 = 1162.

 

  • Students can find the products of Table of 83 by doubling the products of Table of 40 and adding to the products of Table of 3. 83 x 5 = 40 x 5 = 200 x 2 + 3 x 5 = 400 + 15 = 415.

 

  • Students can learn table of 83 by using the method of rhythmic recitation of the table.
     
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Important Glossaries for multiples of 83

  • Factors:It is the number that divides an expression or a number evenly

 

  • Repeated Addition: It is the process where the same number is added multiple times, so for getting 83 x 3 it will be 83 + 83 + 83.

 

  • Multiple: It is a number when multiplied by any number with an integer like 498 is a multiple of 83.

 

  • Product: It is a number obtained from the function of multiplication, like 83 x 5 = 415, so 415 is the product

 

  • Carryover digit: It is the carry forward in ten's place when it is multiplied with 2 digits.

 

  • Derivative Method: it is a product of two functions, where the first function is multiplied by the derivative of the second and is added to the second function multiplied by the derivative of the first.
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