Criteria Cognitive Aptitude (CCAT) Practice Test 2026 – All-in-One Resource to Master Your Exam Success!

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A woman has in her wardrobe 4 skirts, 5 blouses, and 3 jackets. How many different clothes combinations can she dress with?

45

60

To determine the total number of different clothing combinations the woman can create with her skirts, blouses, and jackets, you would use the principle of multiplication concerning combinations. This principle states that if you can choose one item from one category and combine it with one item from another category, the total combinations are found by multiplying the number of choices in each category.

In this case, the woman has:

- 4 skirts

- 5 blouses

- 3 jackets

To find the total number of combinations, you multiply the number of choices in each category:

Total combinations = Number of skirts × Number of blouses × Number of jackets

So, the calculation would be:

Total combinations = 4 × 5 × 3 = 60

This result indicates that there are 60 different combinations of outfits she can put together using her available clothing items. Therefore, the correct answer is 60.

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