Question

What percentage of $Rs.100$ is $Rs.10$?

Answer 1

Hint: First, we need to know about the concepts of the percentage, so that we are able to solve the given problem easily. The percentage is the mathematical concept which is to measure the proportion of the given values in any term of the original value. The percentage is a relative value that indicates the hundredth parts of any quantity.
Like $70\% $ of $40$ is $28$. This can be obtained by $40 \times \dfrac{{70}}{{100}} = 28$ where $70$ represents the percent, $40$ is the base and $28$ is the part.
Formula used: To find the unknown value percent of the given $Rs.100$ which gives us the answer of $Rs.10$ can be calculated using $\dfrac{{100 \times x}}{{100}} = 10$ where $x$ is the unknown percentage

Complete step-by-step solution:
Since from the given the percentage of the $Rs.100$ is equals to the $Rs.10$ and then we have to find the unknown percentage.
Which can be represented mathematically as $x\% $ of $Rs.100$ is $Rs.10$
Using the percentage concept which can be expressed as $\dfrac{{100 \times x}}{{100}} = 10$ where $x$ is the unknown percentage, $Rs.100$ is the evaluating value and $Rs.10$ is the result obtained while in the process.
Hence further solving we have $\dfrac{{100 \times x}}{{100}} = 10 \Rightarrow x = 10$ by the division operation.
 $x = 10$ and hence we get $x\% = 10\% $
Therefore $10\% $ the percentage of $Rs.200$ is $Rs.10$

Note: Note that the required answer is the unknown like $10\% $ the percentage of $Rs.100$ what? Then we use the same concept to obtain the result. Which is $\dfrac{{100 \times 10}}{{100}} = ? \Rightarrow 10 \Rightarrow Rs.10$
The division is the inverse process of the multiplication which has a dividend and divisor. Also, we get the remainder while dividing the given two numbers, which is the answer (reminder)