Question

after studying 6/11 part of a book we reach at page 552. what are the total pages of the book?​

Answer 1

Answer:

6/11 mtlb 11 me se bhag usne pd liya to हमे 11 ki value nikalni h...

Or 6 ki value de rkhi h

6=552

1=552/6=92

11=11(92)=1012pages

Answer 2

Let the total number of pages in this book be x .

552 pages constitute :-

$= \frac{\texttt{6}}{\texttt{11}} \: \:\texttt{ of \: } \: x$

Which means :-

$= \frac{\texttt{6}}{\texttt{11}} ×x\texttt{ = 552}$

$= \frac{\texttt{6}}{\texttt{11}} x\texttt{ = 522}$

$= x \texttt{ \: = 552 \: ÷ \: } \frac{\texttt{6}}{\texttt{11} }$

$= x\texttt{ = \: 552}× \frac{\texttt{11}}{\texttt{6} }$

$= x \texttt{ \: = \: } \frac{\texttt{552×11}}{\texttt{6} }$

$= x\texttt{ = } \frac{\texttt{6072}}{\texttt{6} }$

$= \color{hotpink}x \texttt{ = 1012}$

So, the total number of pages = 1012 .

Let us check whether or not we have found out the correct number of pages in this book by placing 1012 in the place of x :-

$= \frac{\texttt{6}}{\texttt{11} }×\texttt{1012 \: = \: 552}$

$= \frac{\texttt{6×1012}}{\texttt{11} } \: \texttt{= 552}$

$= \frac{\texttt{6072}}{\texttt{11}} \texttt{ \: = 552}$

$= \texttt{552 = 552 }$

$= \texttt{\color{olive}LHS =\color{hotpink} RHS }$

As the left hand side of this equation is equivalent to the right hand side of the equation, we can conclude that we have found out the correct number of pages in the book.

Therefore, the total number of pages in this book = 1012