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Multiplication is one of the four basic mathematical operations and is frequently used in daily life. You might need to be able to do this procedure successfully depending on your age. Knowing the multiplication tables from 1 to 20 is essential for people of all ages due to the various applications they have.
Using multiplication tables from 1 to 20 may help young children comprehend mathematical ideas more quickly and accurately.
The table that defines the multiplication operation in an algebraic system is referred to in mathematics as a "Multiplication Table."
It is crucial in many ordinary circumstances as well. It could be useful for kids in calculations like allocating money among siblings. There are several circumstances in daily life where knowledge of multiplication or multiplication tables is very useful.
The table of 112 is defined as the collection of values which is obtained by the repeated addition of 112.
For example, to get the value of 112 times 2, add 112 for 2 times, i.e.112 + 112 =224. Thus, the result of 112 times 2 is 224, and this can also be represented as 112\times2 = 224 .
In this way, the table of 112 up to n results can be generated.
A multiplication table is a list of numbers that may be multiplied together to get another number. Multiplication formulas are used to produce all arithmetic tables, including multiplication tables. The most common approach to multiplying two integers is "x" times "y."
Children as young as five years old can be taught multiplication tables (and will naturally begin learning them even earlier). A child can rapidly compute the product of any two numbers by knowing the 2x2 multiplication table, which is very helpful in math.
Math offers a way of thinking that has been proven to be successful everywhere in the world, from medicine and engineering to cooking or driving a car, paying bills, or even statistics. Additionally, utilizing multiplication tables, one may calculate percentages and monetary quantities.
To make problem-solving in higher grades simpler, students must master the multiplication tables in their basic school. The foundation for all the principles described in mathematics is the multiplication process. Students are urged to memorize and regularly recite the multiplication tables before beginning the real course. The kids will be able to easily answer even the most challenging queries with the aid of the multiplication table.
One idea that may be taught to students using the table is the commutative property of multiplication, which states that the order in which numbers are multiplied has no bearing on the outcome.
Times table basically represents that when a number n is added to itself ‘m’ times the result is equal to the number as “n ✖ m”, the repeated addition yields the same result as multiplication. It is shown below in the table.
Using multiplication | Using repeated addition |
---|---|
112 \times 1= | 112 |
112 \times 2= | 112 + 112 = 224 |
112 \times 3= | 112 + 112 + 112 = 336 |
112 \times 4= | 112 + 112 + 112 + 112 = 448 |
112 \times 5= | 112 + 112 + 112 + 112 + 112 = 560 |
112 \times 6= | 112 + 112 + 112 + 112 + 112 + 112 = 672 |
112 \times 7= | 112 + 112 + 112 + 112 + 112 + 112 + 112 = 784 |
112 \times 8= | 112 + 112 + 112 + 112 + 112 + 112 + 112 + 112 = 896 |
112 \times 9= | 112 + 112 + 112 + 112 + 112 + 112 + 112 + 112 + 112 = 1008 |
112 \times 10= | 112 + 112 + 112 + 112 + 112 + 112 + 112 + 112 + 112 + 112 = 1120 |
112 | × | 1 | = | 112 |
112 | × | 2 | = | 224 |
112 | × | 3 | = | 336 |
112 | × | 4 | = | 448 |
112 | × | 5 | = | 560 |
112 | × | 6 | = | 672 |
112 | × | 7 | = | 784 |
112 | × | 8 | = | 896 |
112 | × | 9 | = | 1008 |
112 | × | 10 | = | 1200 |
Q1. Calculate (112 times 3) minus 120.
Solution: (112 times 3) minus 120
Using the 112 times table,112 \times 3=336
So, (112 times 3) minus 120 = 336 - 120 = 216
Q2.Using the table of 112, find the value of (8 times 112) plus (112 times 6).
Solution: We know that from the table of 112, we can write the values of (8 times 112) and (112 times 6) as
112 \times 8 = 896
112 \times 6 = 672
Now,
(8 times 112) plus (112 times 6)
=(112 \times 8)+(112 \times 6)
=896 + 672=1568
Q3. Calculate (112 times 3) add 120
Solution
(112 times 3) add 120
Using the 112 times table, 112 \times 3 = 336
So, (112 times 3) add 120 = 336 + 120 = 456
Q4. Using the table of 112, find the value of (2 times 112) plus (112 times 3).
Solution : We know that from the table of 112, we can write the values of (2 times 112) and (112 times 3) as
112 \times 2 = 224
112 \times 3 = 336
Now,
(2 times 112) plus (112 times 3)
= (2 \times 112) + (112 \times 3)
= 224 + 336 = 560
Q5 Calculate (112 times 3) multiply by 120
Solution: (112 times 3) multiply by 120
Using the 112 times table, 112 \times 3 = 336.
So, (112 times 3) multiply by 120 = 336 × 120 = 40320
The below table is the multiplication table of 112 up to 20.
112 \times 1 = | 112 |
---|---|
112 \times 2= | 224 |
112 \times 3= | 336 |
112 \times 4= | 448 |
112 \times 5= | 560 |
112 \times 6= | 672 |
112 \times 7= | 784 |
112 \times 8= | 896 |
112 \times 9= | 1008 |
112 \times 10= | 1120 |
112 \times 11= | 1232 |
112 \times 12= | 1344 |
112 \times 13= | 1456 |
112 \times 14= | 1568 |
112 \times 15= | 1680 |
112 \times 16= | 1792 |
112 \times 17= | 1904 |
112 \times 18= | 2016 |
112 \times 19= | 2128 |
112 \times 20= | 2240 |
112 \times 50= 5600
10 times ‘112’ is 1120.
Yes, 112 comes in the 2 times table, 2 \times 56=112 .
The following multiplications (pairs of numbers) make 112, irrespective of their order.
(2,56),(4,28),(7,16),(8,14)
9 times 112 is 1008.
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