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The foundation upon which students build their multiplication abilities in mathematical tables. The multiplication table has been taught to us since elementary school. By using these math tables, you can solve multiplication problems more quickly.
Mathematicians use the concept of multiplication to calculate the multiplication of two or more numbers. One of the basic mathematical operations that we perform regularly is this one. Multiplication is a fundamental mathematical operation that is applied in a variety of contexts.
A multiplication problem has three parts: multiplicand, multiplier, and product. When multiplying two integers, the multiplicand is multiplied by the number of multipliers. One way to think of whole number multiplication is as the repeated addition of multiplicand as many times as the multiplier number.
This post will discuss the multiplication table of 132 along with some interesting information and methods that can be used to speed up and simplify the multiplication process.
For students who want to master mathematics, the 132-number table provides tips and pointers. An in-depth knowledge of multiplication tables enhances exam-relevant abilities and expedites problem-solving.
Let's look at the basic multiplication algorithm first. To multiply 132 by another number, merely add 132 to itself as many times as the multiplier specifies.
The table below shows how to multiply 132 by each number from 1 to 10.
Learn how to multiply by 132 (one hundred thirty-two) up to ten times by using the 132 times multiplication table. 132 is equal to 132 when multiplied by 1, and 1320 when multiplied by 10.
The results of multiplying 132 by other whole numbers are shown in the table of 132. The multiplication table for 132 is the repeated addition of 132. An illustration would be 132 + 132 + 132 = 3✖ 132 = 396.
The 132 times table, also referred to as the table of 132, is a multiplication table that produces the multiplication of 132 and the ordinal natural numbers. The 132 times table shows how many times the number 132 has been added to itself. For instance, multiplying 132 by two is equivalent to adding 132 twice (132✖2 = 132 + 132 = 264).
The 132 tables must be mastered by students to solve challenging multiplication problems. Learning multiplication tables will help students become better problem solvers.
Children must master all the division facts for tables. The 132 tables are produced by adding 132 to themselves repeatedly. For instance, 132 times three is 396. It can be written as follows using the repeated addition formula: 132 + 132 + 132 = 396.
The multiplication table for 132 is shown in tabular form in this article.
132 Times Table up to 10 |
---|
132 × 1 = 132 | 132 |
132 × 2 = 264 | 132 + 132 = 264 |
132 × 3 = 396 | 132 + 132 + 132 = 396 |
132 × 4 = 528 | 132 + 132 + 132 + 132 = 528 |
132 × 5 = 660 | 132+ 132 + 132 + 132 + 132 = 660 |
132 × 6 = 792 | 132 + 132+ 132 + 132 + 132 + 132 = 792 |
132 × 7 = 924 | 132 + 132 + 132+ 132 + 132 + 132 + 132 = 924 |
132 × 8 = 1056 | 132 + 132 + 132 + 132+ 132 + 132 + 132 + 132 = 1056 |
132 × 9 = 1188 | 132 + 132 + 132 + 132 + 132+ 132 + 132 + 132 + 132 =1188 |
132 × 10 = 1320 | 132 + 132 + 132 + 132 + 132 + 132+ 132 + 132 + 132 + 132 =1320 |
Solved Problems:
Example 1: Find the value of (132 times 16) minus 200.
Solution: (132 times 16) minus 200 = (132 × 16) – 200.
As a result of simplifying the expression, we now have
(132 × 16) – 200 = 2112 – 200
(132 × 16) – 200 = 1912
Hence, the value of (132 times 16) minus 200 equals 1912.
Example 2: If one flower costs Rs. 132, how much do ten flowers cost?
Solution: A single flower costs Rs.132.
As a result, the cost of ten flowers is 132×10 = Rs. 1320.
Example 3: A man goes for a 9-mile jog every day. Using the 132 table, calculate how many miles he jogs in 132 days. Solution: Man jogs 9 miles per day.
As a result, after 132 days,
The Total miles travelled is 9 ×132 = 1188 miles.
Example 4: There are 15 classes held in a single day. How many classes are held in 132 days? Solution: : \begin{array}{l}
132 \times \15 \\
=1980
\end{array}
Example 5: Linda's hourly wage is $20. How much will she make if she works 132 hours?
Solution: Linda is paid $20 per hour.
Using the table of 132,
Linda's total earnings after 132 hours are 20 ×132 = $2640.
As you can see, multiplying is a simple operation with a well-defined pattern. There are, however, several techniques that can be used to further streamline and simplify this process. Every multiplication has a twin, which may help you remember. For example, if you forget 9×2, you might remember 2×9=18.
The commutative property is a popular approach to multiplication. The order in which the numbers are multiplied does not affect the outcome, according to this property. Another effective method is to use multiples of 10, 100, or 1000. These numbers are simple to multiply because they are simply the result of adding zeroes to an integer. To multiply 132 by 10, for example, simply add a zero to the end of 132 to get 1320. When multiplying 132 by 100, we must add two zeros to the end of it to get 13200, as in the previous example.
(132 times 10) plus 10 equals 1330. I.e., (132 × 10) + 10 = 1320 + 10 = 1330
From the table of 132, 132 times 5 = 660 and 132 times 7 = 924. Therefore, 8 + (132 × 5) - (132 × 7) = -256.
From the table of 132, we have 132 × 13 = 1716.
From the table of 132, 132 times 12 is 1584. Therefore, (132 × 12) - 11 + 7 = 1584 - 11 + 7 = 1580
Table 132 times table is written in words as, One Hundred And Thirty-Two times One is equal to One Hundred And Thirty-Two.
One Hundred And Thirty-Two times Two is equal to Two Hundred And Sixty-Four.
One Hundred And Thirty-Two times Three is equal to Three Hundred And Ninety-Six.
One Hundred And Thirty-Two times Four is equal to Five Hundred And Twenty-Eight
One Hundred, And Thirty-Two times Five is equal to Six Hundred And Sixty.
One Hundred And Thirty-Two times Six is equal to Seven Hundred And Ninety-Two
One Hundred, And Thirty-Two times Seven is equal to Nine Hundred And Twenty-Four
One Hundred And Thirty-Two times Eight is equal to One Thousand And Fifty-Six.
One Hundred And Thirty-Two times Nine equals One Thousand, One Hundred And Eighty-Eight.
One Hundred And Thirty-Two times Ten equals One Thousand, Three Hundred And Twenty.
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