Table of 153

Table of 153

Edited By Team Careers360 | Updated on Aug 01, 2023 05:14 PM IST

Introduction

The 153 times table is known as the multiplication table of 153, the calculation for which can be obtained by multiplication and the continuous addition of 153 with other natural numbers. For instance, 153 multiplied by 4 can be presented as 153 + 153 + 153 + 153 = 612. In the same manner, 153 \times 4 = 612.

This Story also Contains
  1. Introduction
  2. Chart Of Table 153
  3. Table Of 153
  4. Solved Examples On The Table Of 153

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If we have a good command over the table of 153, we will be able to do mental maths, which is a very vital and required skill for appearing in any competitive examination. The learning of the table will also help the students to do calculations or solve problems. With a good grasp of the multiplication table of 153, one would be able to crack good marks in the time-based examinations, where calculations are to be done very quickly. This will also provide a good enhancement in their problem-solving skills. Let’s take a look at the table of 153, and memorise them quickly.

Chart Of Table 153

The table of 153 refers to the multiplication table of 153, where the answer is obtained by repeated addition and multiplication, with any other natural number. A close look at this chart of the multiplication table of 153 would help the students in doing basic arithmetic calculations which will also work as a building block for doing higher maths like exponents, fractions, and many more. Let’s take a look at the chart below:

153\times 1 = 1531690890126383

153

153 \times 2 = 306

1690890126255

153+ 153 = 306

153 \times 3 = 459

1690890126465

153 + 153 + 153 = 459

153 \times 4 = 612

1690890126565

153 + 153 + 153 + 153 = 612

153 \times 5 = 765

1690890126646

153 + 153 + 153 + 153 + 153 = 765

153 \times 6 = 918

1690890127217

153 + 153 + 153 + 153 + 153 + 153 = 918

153 \times 7 = 1071

1690890127043

153 + 153 + 153 + 153 + 153 + 153 + 153 = 1071

153 \times 8 = 1224

1690890128982

153 + 153 + 153 + 153 + 153 + 153 + 153 + 153 = 1224

153 \times 9 = 1377

1690890128179

153 + 153 + 153 + 153 + 153 + 153 + 153 + 153 + 153 = 1377

153 \times 10 = 1530

1690890128355

153 + 153 + 153 + 153 + 153 + 153 + 153 + 153 + 153 + 153 = 1530

Table Of 153

There is a table below 153 up to 100 times. Having a multiplication table saves an individual a considerable amount of energy and time in doing the calculation and solving questions. With the help of this table, students will be able to solve different kinds of problems such as memorising products of numbers multiplied by 153, solving problems more accurately, and finding patterns.

153 1 = 156

153 2 = 306

153 3 = 459

153 4 = 612

153 5 = 765

153 6 = 918

153 7 = 1071

153 8 = 1224

153 9 = 1377

15310 =1530

153 11=1683

153 12=1836

153 13=1989

153 14=2142

153 15=2295

153 16=2448

153 17=2601

153 18=2754

153 19=2907

153 20=3060

153 21=3213

153 22=3366

153 23=3519

153 24=3672

153 25=3825

153 26=3978

153 27=4131

153 28=4284

153 29=4437

153 30=4590

153 31=4743

153 32=4896

153 33=5049

153 34=5202

153 35=5355

153 36=5508

153 37=5661

153 38=5814

153 39=5967

153 40=6120

153 41=6273

153 42=6426

153 43=6579

153 44=6732

153 45=6885

153 46=7038

153 47=7191

153 48=7344

153 49=7497

153 50=7650

153 51=7803

153 52=7956

153 53=8109

153 54=8262

153 55=8415

153 56=8568

153 57=8721

153 58=8874

153 59=9027

153 60=9180

153 61=9333

153 62=9486

153 63=9639

153 64=9792

15365=9945

153 66 = 10098

153 67 = 10251

153 68 = 10404

153 69 = 10557

153 70 = 10710

153 71 = 10863

153 72 = 11016

153 73 = 11169

153 74 = 11322

153 75 = 11475

153 76 = 11628

153 77 = 11781

153 78 = 11934

153 79 = 12087

153 80 = 12240

153 81 = 12393

153 82 = 12546

153 83 = 12699

153 84 = 12852

153 85 = 13005

153 86 = 13158

153 87 = 13311

153 88 = 13464

153 89 = 13617

153 90 = 13770

153 91 = 13923

153 92 = 14076

153 93 = 14229

153 94 = 14382

153 95 = 14535

153 96 = 14688

153 97 = 14841

153 98 = 14994

153 99 = 15147

153 100=15300

Solved Examples On The Table Of 153

Example 1:

There are 153 people in a church on Christmas Day. 612 chocolates are to be shared equally among them. How many chocolates will each one of them get? Solve it using the table multiplication of 153.

Solution:

Total number of chocolates = 612

Number of people present = 153

Using the multiplication table of 153, 153 \times 4 = 612

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Hence, each one of them will get 4 chocolates.

Example 2:

What will be the difference between two consecutive multiples of 153? Solve it using the table multiplication of 153.

Solution:

The difference between any two consecutive multiples of 153 will be 153.

For instance, 153 \times 13 = 1989 and 153 \times 14 = 2142

1690890128792, then,

2142 - 1989

= 153

1690890128551

Example 3:

Determine the value of 153 \times 16 and then add 1700, using the table of 153.

Solution:

153 \times 16= 153 \times 16= 2448

1690890129128

153 \times 16 and then add 1700

1690890128283

= 2448 + 1700

= 4148

1690890129337

Therefore, the value of 153 \times 16 1690890128439, and adding 1700 to it gives 4148

Example 4:

What will be the value of 59\times 153 1690890126916, using the table of 153?

Solution:

59\times 153 = 153 \times 59 = 9027

1690890128043

Therefore, the value of 59\times 153 1690890128710 is 9027.

Example 5:

What will be the value of (153 \times 44 )\div 12 1690890127688, using the table of 153?

Solution:

153 \times 44 = 6732

1690890128880

(153 \times 44 )\div 12

1690890127870

= 6732 \div 12

= 561

1690890128631

Therefore, the value of (153 \times 44 )\div 12 1690890127758 is 561.

Frequently Asked Questions (FAQs)

1. What are the factors of 153?

The factors of 153 are 1, 3, 9, 17, 51, and 153.

2. Can we call 153 a perfect square?

No, 153 is not a perfect square.

3. What are the prime factors of 153?

The prime factors of 153 are 3 and 17.

4. Can we call 153 a perfect cube?

No, 153 is not a perfect cube.

5. Can we say that 153 is a prime number?

No, 153 is not a prime number, instead it is a composite number.

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