JEE Main Important Physics formulas
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We know maths is the universal language. Everyone has knowledge of basic ideas of maths (Addition, subtraction, multiplication, division). This four constitute a major role in learning basic maths and form a strong base for children. Getting into multiplication, there are numerous tables that help to identify the outcome when two particular values are multiplied.
We are going to deal with the number 729 and its multiples, well-known as tables.729 is a quite big number in terms of multiplications. Let's look into the basic ideas of multiple of 729 in the following segments.
As we discussed earlier, tables are the mathematical representation of numbers that are arranged in order. We also discussed the organisation of tables of 729. But it's quite complicated to add 729 every time until a certain point. It's good to visualise but at some juncture, it is a bit more uncommon. To overcome these difficulties, primitive mathematicians formulated multiplication tools by profoundly understanding the basic laws and limitations in mathematics.729 is an odd number.
A table of 729 is a mathematical table formed by multiplying a set of whole numbers by 729 or else the product of 729 is also obtained by adding 729 repeatedly a number of times. For instance, taking
\begin{equation}
729 \times 3=2187
\end{equation}
can also be obtained by adding 729 three times.
729+729+729=2187. In our following segments, we are on track with basic ideas and the implementation of tables.
We can see students memorising tables so hard or even us . But there are a few tips and tricks that help us to learn quicker and in a more efficient way, which helps us to solve mathematical problems x times faster than the previous method.
1. Memorising the table is familiar among children. It is also a promising way to do better in solving problems.
2. The second part is we can actually add up the number of 729 to specific times is also a reasonable way.But it is time-consuming.The above-modified version is better to do so. So the mathematicians in the primitive period found an interesting and easiest way for doing that so. That is the multiplication of numbers.
They discovered that repeatedly continuing addition is the same as multiplying the specific number with the number of additions that took place. As a result, widely-known tables originated.
Table of 729 | Additional tables of 729 |
729x1 | 729 |
729x2 | 729+729=1458 |
729x3 | 1458+729=2187 |
729x4 | 2187+729=2916 |
729x5 | 2916+729=3645 |
729x6 | 3645+729= 4374 |
729x7 | 4374+729= 5103 |
729x8 | 5103+729= 5832 |
729x9 | 5832+729=6561 |
729x10 | 6661+729=7290 |
1. From learning such tables, we can solve a problem efficiently and quickly.
2. Performing this kind of multiplication repeatedly helps increase our problem-solving skills and the presence of mind is more stable among children, thus increasing brain power.
3. With the help of the table, mathematicians solved more complicated equations that literally lead to technological developments
1. Sheela is reading about 5 articles a day. How many articles will she read in 729 days?
Solution
\begin{equation}
729 \times 5=3645
\end{equation
She would read about 3645 articles in 729 days
2.If a farmer buys 729 apples , each apple of $2.He sold all the apples at the rate of $3 each apple. What is the amount of profit he earned?
Solution
Buying price:
\begin{equation}
729 \times 2=1458
\end{equation}
Selling price:
\begin{equation}
729 \times 3=2187
\end{equation}
Selling price - buying price
=2187-1458
= $ 729
He attains a profit of about $729 for 729 apples and he earns $1 for each apple
3. A salary earned by an individual is $729 per day. What is the total amount of salary he will earn in one month?
Solution
\begin{equation}
729 \times 30=21870
\end{equation}
The total amount of salary he will earn in one month is $21870
4. There are 729 coins of 2 rupee present. Then what is the total amount of the coins?
Solution
\begin{equation}
729 \times 2=1458
\end{equation}
The total amount is 1458 rupees.
5.Solve ( 729×3) +(729×4).
Solution
\begin{equation}
729 \times 3=2187
\end{equation}
\begin{equation}
729 \times 4=2916
\end{equation}
= 2916+2187
=5103
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