The collection of multiple sets of the numerals from 12 to 20 can be found in Tables 12 to 20. You may easily learn and practise the times tables by using the times tables from 12 to 20. In terms of computations and maths issues, it can be very beneficial. For rapid maths computations, pupils need the 12 to 20 table.
Indeed the table of eleven is simple to remember. Tables 12 through 20 are slightly more challenging to memorise. The computations will be much simpler if you learn them, but it will also enable us to speed through examinations. By mastering the charts and keeping a journal of their own handwriting, learners can also assess oneself.
Tables from 12 to 20:
Table of 12 | Table of 13 | Table of 14 | Table of 15 | Table of 16 |
12×1=12 | 13×1=13 | 14×1=14 | 15×1=15 | 16×1=16 |
12×2=24 | 13×2=26 | 14×2=28 | 15×2=30 | 16×2=32 |
12×3=36 | 13×3=39 | 14×3=42 | 15×3=45 | 16×3=48 |
12×4=48 | 13×4=52 | 14×4=56 | 15×4=60 | 16×4=64 |
12×5=60 | 13×5=65 | 14×5=70 | 15×5=75 | 16×5=80 |
12×6=72 | 13×6=78 | 14×6=84 | 15×6=90 | 16×6=96 |
12×7=84 | 13×7=91 | 14×7=98 | 15×7=105 | 16×7=112 |
12×8=96 | 13×8=104 | 14×8=112 | 15×8=120 | 16×8=128 |
12×9=108 | 13×9=117 | 14×9=126 | 15×9=135 | 16×9=144 |
12×10=120 | 13×10=130 | 14×10=140 | 15×10=150 | 16×10=160 |
Table of 17 | Table of 18 | Table of 19 | Table of 20 |
17×1=17 | 18×1=18 | 19×1=19 | 20×1=20 |
17×2=34 | 18×2=36 | 19×2=38 | 20×2=40 |
17×3=51 | 18×3=54 | 19×3=57 | 20×3=60 |
17×4=68 | 18×4=72 | 19×4=76 | 20×4=80 |
17×5=85 | 18×5=90 | 19×5=95 | 20×5= 100 |
17×6=102 | 18×6=108 | 19×6=114 | 20×6=120 |
17×7=119 | 18×7=126 | 19×7=133 | 20×7=140 |
17×8=136 | 18×8=144 | 19×8=152 | 20×8=160 |
17×9=153 | 18×9=162 | 19×9=171 | 20×9=180 |
17×10=170 | 18×10=180 | 19×10=190 | 20×10=200 |
Solved examples:
1. Angelina’s hourly wage is $20. How much cash would she make working hours a day?
Solution:
Angelina’s hourly wage is $20. As a result, at 12 hours, Angelina had earned a total of $240 using the table from 12 to 20.
2. Each day, a consumer buys four bananas. In 16 days, how much bananas would the client purchase?
Solution:
Each day, the consumer purchases 4 bananas. Consequently, utilising the tables from 12 to 20, the buyer purchased a maximum of 64 bananas over the course of 16 days, or 4 x 16.
3. Each day, Susan runs 4 miles. Just how miles can she run in 15 days can be determined using the tables from 12 to 20.
Solution:
Every day, Susan runs 4 miles. Thus, 4 x 15 = 60 miles were covered in aggregate after 15 days.