for a book fair, a school collects old books from students.Each class give 336 books if there are 15 classes in the school how many books were collected
Answers
From the question,
From the question,Number of English book =780
From the question,Number of English book =780Number of Science book =364
From the question,Number of English book =780Number of Science book =364Now, find the factors of 780 and 364
From the question,Number of English book =780Number of Science book =364Now, find the factors of 780 and 364The factors of 780=2×2×3×5×13
From the question,Number of English book =780Number of Science book =364Now, find the factors of 780 and 364The factors of 780=2×2×3×5×13The factors of 364=2×2×7×13
From the question,Number of English book =780Number of Science book =364Now, find the factors of 780 and 364The factors of 780=2×2×3×5×13The factors of 364=2×2×7×13∴ The HCF of 780 and 364=2×2×13=52
From the question,Number of English book =780Number of Science book =364Now, find the factors of 780 and 364The factors of 780=2×2×3×5×13The factors of 364=2×2×7×13∴ The HCF of 780 and 364=2×2×13=52Hence, the minimum number of book in each self =52.
Answer:
5040 books
Step-by-step explanation:
No. of books given by each class = 336 books
No.of classes = 15 classes
Total no. of books = 336× 15 books
= 5040 books
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