Mathematics: Solve the problem by applying the fundamental counting principle. an apartment complex offers apartments with four different options, designated by a through d. aequalsnumber of bedrooms (one through four) bequalsnumber of bathrooms (one through three) cequalsfloor (first through fifth) dequalsoutdoor additions (balcony or no balcony) how many apartment options are available?

765 divides by 5 = 153.Hope that helped! :)...

Solve the problem by applying the fundamental counting

dmaxbexkham

14.03.2022

We have been given that an apartment complex offers apartments with four different options, designated by a through d.

From the given directions we have

4 choices are for a3 choices are for b5 choices are for c2 choices are for d

Therefore, from the fundamental theorem of counting principle number of available apartments are

$4\times 3\times 5\times 2
=120$

Hence, 120 apartments options are available.

0,0(0 оценок)