In a library 30percent books are english 60 percent books of the remaining are in hindi, 25 percent of the remaing books are in sanskrit and remaining 52,500 books are other languages find the total number of books in the library
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Answered by
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Let the no. of total books be x.
Accirding to question the equation formed is
(3x/10) + (18x/100) + (18x/400) + 52500 = x
On solving the equation, the answer you will get for x will be the total no. of books in the library.
Hope it helps.
Please mark my answer as brainliest.
Thank You.
Accirding to question the equation formed is
(3x/10) + (18x/100) + (18x/400) + 52500 = x
On solving the equation, the answer you will get for x will be the total no. of books in the library.
Hope it helps.
Please mark my answer as brainliest.
Thank You.
Answered by
0
let the total number of books in library be x
then: number of English books =(30/100)×x
=3x/10
Now the number of Hindi books = =(60/100)×x
=3x/5
Now total number of Sanskrit and other languages
=(10/100)×x
=x/10
A.T.Q
25℅OFx/10=the total number of Sanskrit book
=(25/100)×(x/10)
=x/40
and x/40+52,500=x/10
=(4x/40)-(x-40)=52500
=3x/40=52,500
=17,500×40=70,000
so 10℅ of total books=52,500+70,000=1,22,500
so total number of English books=3×1,22,50=367500
total number of Hindi books = 122500×6=735000
so total number of books in library= 122500+367500+735000=12,25,000
So the total number of books in library=12,25,000
then: number of English books =(30/100)×x
=3x/10
Now the number of Hindi books = =(60/100)×x
=3x/5
Now total number of Sanskrit and other languages
=(10/100)×x
=x/10
A.T.Q
25℅OFx/10=the total number of Sanskrit book
=(25/100)×(x/10)
=x/40
and x/40+52,500=x/10
=(4x/40)-(x-40)=52500
=3x/40=52,500
=17,500×40=70,000
so 10℅ of total books=52,500+70,000=1,22,500
so total number of English books=3×1,22,50=367500
total number of Hindi books = 122500×6=735000
so total number of books in library= 122500+367500+735000=12,25,000
So the total number of books in library=12,25,000
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