Simon must choose one fiction book and one biography for a reading project. he has 6 different fiction books to choose and 7 different biographies to choose. write an equation to show how many different ways he can choose one of each type of book?
To find the number of different ways Simon can choose one fiction book and one biography, we can use the concept of combinations.
Since Simon has 6 different fiction books to choose from and 7 different biographies to choose from, the number of possible choices for each category is as follows:
Number of choices for the fiction book = 6
Number of choices for the biography = 7
To find the total number of different ways Simon can choose one of each type of book, we need to multiply the number of choices for each category together.
Therefore, the equation representing the total number of different ways is:
Total number of ways = Number of choices for the fiction book * Number of choices for the biography
= 6 * 7
= 42
Hence, Simon can choose one fiction book and one biography from a total of 42 different ways.