Question

What is \[18\%\] of \[95\]?

Answer 1

Hint: We know that $y\%$ of a number x is equal to \[\left( \dfrac{y}{100} \right)\times x\]. By using this concept, we can find the value of \[18\%\] of \[95\]. While solving the problem related to percentage, calculation mistakes should be avoided to get an accurate answer.

Complete step by step solution:
From the question, it is clear that we have to find the \[18\%\] of \[95\].
Let us assume that \[18\%\] of \[95\] is equal to x.
We know that $y\%$ of a number x is equal to \[\left( \dfrac{y}{100} \right)\times x\].
By using this concept, we can find the value of x which is equal to \[18\%\] of \[95\].
\[\Rightarrow \]\[x=\dfrac{18}{100}\times 95\]
We know that by multiplying \[18\] and \[95\], we get \[1710\].
So, by placing \[1710\] in place of product of 95 and 18, we get
\[\Rightarrow \]\[x=\dfrac{1710}{100}\]
The above form is in the fractional form. Now let us convert this into decimal form.
We know that the decimal form of fraction \[\dfrac{x}{100}\]is equal to \[0.00x\].
So, it is clear that
\[\Rightarrow \]\[x=17.10\]
So, we get the value of x is equal to \[17.10\].
Therefore, the value of \[18\%\] of 95 is equal to \[17.10\].
In this way, the problems based on percentage can be solved.

Note: Students may have a calculation error while solving this problem. If a small calculation mistake is done, while solving this problem the final answer may get interrupted. So, these mistakes should be avoided while solving these problems to get a correct and accurate answer.