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Raina is going on a trip. She can take some or none of the seven novels from the list below with her. She can't take all of them. Ascent, Beloved, Catcher, Dune, Light, Lost, Pride In how many different ways can Raina choose the novels to take with her? (The order the novels are chosen doesn't matter.)

Respuesta :

ajinems

The number of different ways Raina can choose the novels that she can take with her is the factorial of the seven novels which is = 5,040

Calculation of factorials

The factorials of seven, that is 7!

= 7×6×5×4×3×2×1

= 5,040

Therefore, the number of different ways Raina can choose the novels that she can take with her is the factorial of the seven novels which is in 5,040 ways.

Learn more about factors here:

https://brainly.com/question/25829061

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