Question
How to books make up 0.3 of the books in the school library one of these 0.2 with carpentry and zero. Four deal with electronics.
Answers
Answered by
GPT 3.5
To calculate the number of books in each category, we can use ratios.
1) Total number of books in the library:
Let's assume the total number of books in the library is "x".
2) Number of "how-to" books in the library:
Since "how-to" books make up 0.3 (or 0.3x) of the total number of books, we can say:
0.3x = number of "how-to" books in the library
3) Number of "how-to" books on carpentry:
Since 0.2 of the books are on carpentry, we can calculate this as:
0.2 * (0.3x) = 0.06x = number of "how-to" books on carpentry
4) Number of "how-to" books on electronics:
Since 0.4 of the books are on electronics, we can calculate this as:
0.4 * (0.3x) = 0.12x = number of "how-to" books on electronics
Therefore, the number of "how-to" books on carpentry would be 0.06x and the number of "how-to" books on electronics would be 0.12x.
1) Total number of books in the library:
Let's assume the total number of books in the library is "x".
2) Number of "how-to" books in the library:
Since "how-to" books make up 0.3 (or 0.3x) of the total number of books, we can say:
0.3x = number of "how-to" books in the library
3) Number of "how-to" books on carpentry:
Since 0.2 of the books are on carpentry, we can calculate this as:
0.2 * (0.3x) = 0.06x = number of "how-to" books on carpentry
4) Number of "how-to" books on electronics:
Since 0.4 of the books are on electronics, we can calculate this as:
0.4 * (0.3x) = 0.12x = number of "how-to" books on electronics
Therefore, the number of "how-to" books on carpentry would be 0.06x and the number of "how-to" books on electronics would be 0.12x.
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