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To determine \( A - C \) (the relative complement of \( C \) in \( A \)), you need to find the elements in set \( A \) that are not in set \( C \).

Given:
- \( A = \) {Toothpaste, Toothbrush, Mouthwash, Dental Floss, Body Wash, Hair Shampoo, Body Lotion, Hairbrush, Red Blouse, Grey Sweater, Blue Jeans, Black Dress Pants, Beige T-shirt, Sneakers, Sandals}
- \( C = \) {Toothbrush, Toothpaste, Mouthwash, Dental Floss, Body Wash, Hair Shampoo, Body Lotion, Hairbrush, Red Blouse, Grey Sweater, Blue Jeans, Black Dress Pants, Beige T-shirt, Sneakers, Sandals}

In this case, since all elements of \( C \) are present in \( A \), \( A - C = \varnothing \) (the empty set).

Explore how to determine the relative complement of sets A and C using set theory concepts. Understand the mathematical process step-by-step, complete with an example. Ideal for students in Grades 8-10.

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