Question

A finance manager brought her skis on a business trip and wants to store them in her hotel closet. Her skis are 200 cm long and the closet is shaped like a prism which is approximately 160 cm tall, 80 cm deep, and 100 cm wide. Can they fit into the closet diagonally?

Answer 1

Answer: The diagonal of the closet can be found using the formula √(height^2 + depth^2 + width^2). Plugging in the given measurements, we get:

√(160^2 + 80^2 + 100^2) ≈ √(25600 + 6400 + 10000) ≈ √42000 ≈ 205 cm (rounded to the nearest whole number).

Since the length of the skis (200 cm) is shorter than the diagonal of the closet (205 cm), the finance manager can fit her skis into the closet diagonally.

In summary, the skis can fit into the hotel closet diagonally because their length is shorter than the diagonal of the closet.

Step-by-step explanation: uh I accidentally explained it in the answer box sorry!!!