How can i approach the problem below? how can i figure out what to do? all i know is that it doesn't want two books to be of the same language, so the answer is less than 5 * 6 * 8.
can someone explain how i can make this problem work with the addition and multiplication principle?
there are five different spanish books, six different french books, and eight different
transylvanian books. how many ways are there to pick an (unordered) pair of two
books not both in the same language?

  118

Step-by-step explanation:

For each of the 5 Spanish books, the other book in the pair can be any of the French or Transylvanian books. That is, there are 5×(6+8) possible pairs that include a Spanish book. Then there are 6×8 possible pairs that include no Spanish book (French and Transylvanian only).

The total count of unordered pairs is ...

  5×(6+8) + 6×8 = 70 +48 = 118

This is effectively the total of all the pairwise products of the numbers of books.

  5×6 + 5×8 + 6×8 = 118

If you consider an extended version of this problem, where there are different numbers of books in 5 or 50 languages. You see that you have to consider each possible pair of products.

If you had a 3-book set instead of a 2-book set in perhaps a dozen languages, you would need to consider all the ways you could choose 3 from a dozen, then figure the products of numbers of books for each of those ways. (Tedious, but not complicated.)

50-60=10

step-by-step explanation:

i can not answer the question due to the fact that you spelled "carton" as "cartoon", a cartoon is something you watch on tv, a carton is a box that holds things. and also you've been waiting for this question for a while so why don't you get off your lazy a** and try to figure it out for yourself for once!

step-by-step explanation:

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look above, and leave your comments down below, and don't for get a five stars and a and brainliest xd

sorry for the stars in the middle of words its because it wouldn't let me submit. xd