Water Slide Design : Slide shown in the figure is part of a design for a water slide.
(Use √2 = 1.41 and √3 = 1.73)

32. What is the length of flat part of slide.
(a) 44.69 m (b) 22.16 m (c) 16.34 m (d) 14.62 m
33. What is the total length of the slide?
(a) 5.4 m (b) 21.6 m (c) 33.69 m (d) 42.2 m

To solve these questions, let's break them down step by step:

### Question 32: Length of the Flat Part of the Slide
This question asks for the length of the flat part of the slide. Since the problem provides multiple choices, it's likely the slide is divided into parts, but as no figure was given, we'll assume a typical scenario:

- If the slide consists of a flat part (let's call it \(L_{\text{flat}}\)) and an inclined part, we need to use any relevant geometric properties or direct lengths provided to calculate \(L_{\text{flat}}\).

Without a figure, we cannot calculate this exactly without additional information. However, the correct answer would typically come from directly measuring the flat section if given.

If you have a figure, please upload it or describe it so that I can help further.

### Question 33: Total Length of the Slide
This asks for the total length of the slide. We often calculate the total length by combining the length of any inclined and flat sections.

Let's assume:
- \(L_{\text{flat}}\) is the length of the

Calculate the length of the flat part and total length of a water slide based on given questions. Learn the geometric approach to solve these length calculations for a water slide design.

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