Ansh borrowed 80 books from library A and 120 fromlibrary B. Some books are of English language while someare of regional languages. X% of total books were in Englishlanguage. Number of books in regional language are equalto 1.25 times the books in library B. What is the value of X?
Question
Ansh borrowed 80 books from library A and 120 fromlibrary B. Some books are of English language while someare of regional languages. X% of total books were in Englishlanguage. Number of books in regional language are equalto 1.25 times the books in library B. What is the value of X?
Solution
Sure, let's solve this step by step:
Step 1: Calculate the total number of books borrowed by Ansh. Ansh borrowed 80 books from library A and 120 books from library B. So, the total number of books borrowed is 80 + 120 = 200 books.
Step 2: Determine the number of books in regional languages. According to the problem, the number of books in regional languages is 1.25 times the number of books in library B. So, the number of books in regional languages is 1.25 * 120 = 150 books.
Step 3: Determine the number of books in English. Since the total number of books is 200 and the number of books in regional languages is 150, the number of books in English is 200 - 150 = 50 books.
Step 4: Calculate the percentage of books in English. The percentage of books in English (X) can be calculated as (number of English books / total number of books) * 100. So, X = (50 / 200) * 100 = 25%.
So, the value of X is 25.
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