Answer
Verified
442.8k+ views
Hint: To find what percentage of RS$90$ is RS$63$
First we understand percentage means out of $100$ as there total Rs is $90$ so the RS$90$ is $100\% $ let us take an example of a student he gets $10$ out of $10$ marks so he got $100\% $ marks that means here $100\% $ Rupees is $90$ if we consider the percentage of $63$ be $x\% $
By using unitary method on comparing values of percentage and rupees we can equate the values as
Rs$90$ being equal to $100\% $
RS$63$ being equal to $x\% $
Complete step-by-step solution:
Step1: As it is given Rs$90$ and we have to find percentage of Rs$63$ in $90$ considering Rs$90$ as $100\% $so we can assume Rs$63$ as $x\% $
Step2: on equating that $x\% $ of $90$ equal to $63$ basically assuming the value of percentage be $x$ we will get the equation as
$\dfrac{x}{{100}} \times 90 = 63$
On multiplying $63$ to $100$
$x \times 90 = 63 \times 100$
Dividing the equation by $90$ we will get the value of $x$
$x = \dfrac{{63 \times 100}}{{90}}$
Step3: after doing the calculations we get the value of $x$ as $70\% $
$x = 70\% $
Hence value of percentage is equal to $70$
Note: As we know that on finding the percentage of such forms students get confused in forming the equation with $x$ they many times place the $x$ at the wrong place in the equation while equating. There is another method without $x$ to find percentage i.e
using unitary method and comparing
If Rs$90$is equal to $100$
So Rs$1$ will be $\dfrac{{100}}{{90}}$
Then Rs$63$ will be $\dfrac{{100}}{{90}} \times 63$
on solving the given equation by dividing the equation by $90$ we get
$ \Rightarrow \dfrac{{10 \times 63}}{{90}} = 70$
First we understand percentage means out of $100$ as there total Rs is $90$ so the RS$90$ is $100\% $ let us take an example of a student he gets $10$ out of $10$ marks so he got $100\% $ marks that means here $100\% $ Rupees is $90$ if we consider the percentage of $63$ be $x\% $
By using unitary method on comparing values of percentage and rupees we can equate the values as
Rs$90$ being equal to $100\% $
RS$63$ being equal to $x\% $
Complete step-by-step solution:
Step1: As it is given Rs$90$ and we have to find percentage of Rs$63$ in $90$ considering Rs$90$ as $100\% $so we can assume Rs$63$ as $x\% $
Step2: on equating that $x\% $ of $90$ equal to $63$ basically assuming the value of percentage be $x$ we will get the equation as
$\dfrac{x}{{100}} \times 90 = 63$
On multiplying $63$ to $100$
$x \times 90 = 63 \times 100$
Dividing the equation by $90$ we will get the value of $x$
$x = \dfrac{{63 \times 100}}{{90}}$
Step3: after doing the calculations we get the value of $x$ as $70\% $
$x = 70\% $
Hence value of percentage is equal to $70$
Note: As we know that on finding the percentage of such forms students get confused in forming the equation with $x$ they many times place the $x$ at the wrong place in the equation while equating. There is another method without $x$ to find percentage i.e
using unitary method and comparing
If Rs$90$is equal to $100$
So Rs$1$ will be $\dfrac{{100}}{{90}}$
Then Rs$63$ will be $\dfrac{{100}}{{90}} \times 63$
on solving the given equation by dividing the equation by $90$ we get
$ \Rightarrow \dfrac{{10 \times 63}}{{90}} = 70$
Recently Updated Pages
Fill in the blanks with suitable prepositions Break class 10 english CBSE
Fill in the blanks with suitable articles Tribune is class 10 english CBSE
Rearrange the following words and phrases to form a class 10 english CBSE
Select the opposite of the given word Permit aGive class 10 english CBSE
Fill in the blank with the most appropriate option class 10 english CBSE
Some places have oneline notices Which option is a class 10 english CBSE
Trending doubts
Fill the blanks with the suitable prepositions 1 The class 9 english CBSE
How do you graph the function fx 4x class 9 maths CBSE
When was Karauli Praja Mandal established 11934 21936 class 10 social science CBSE
Which are the Top 10 Largest Countries of the World?
What is the definite integral of zero a constant b class 12 maths CBSE
Why is steel more elastic than rubber class 11 physics CBSE
Distinguish between the following Ferrous and nonferrous class 9 social science CBSE
The Equation xxx + 2 is Satisfied when x is Equal to Class 10 Maths
Differentiate between homogeneous and heterogeneous class 12 chemistry CBSE