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The invention relates to water slide assemblies, and more particularly to a novel water slide assembly and method of assembly thereof which greatly reduces cost and time associated with manufacture and assembly.
2. Brief Description of the Prior Art
The use of water slides for children and adults alike has been common for many years. A number of prior patents have addressed water slide assemblies. U.S. Pat. No. 5,213,243 issued to Johnson et al. teaches a slide assembly for recreational swimming. This patent teaches a water slide having a spiral track leading toward a pool end. The slide track includes a series of blocks made of soft, flexible plastic. The blocks are mounted in a rigid frame. A swimmer enters the pool end through the blocks and swims along the spiral track to the pool end. U.S. Pat. No. 4,497,423 issued to Krige discloses a flume assembly for water slides. The flume assembly includes a base and first and second spaced side walls which define a channel for receiving and conveying a user. U.S. Pat. No. 4,794,880 issued to Stevenson discloses a water slide including a pair of spaced, vertically extending side walls that converge at an entrance and define a channel between the walls for receiving and conveying a user. Both of these patents are directed to the water slide assembly and structure.
In each of these water slide assemblies
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Theorem with proof by contradiction
I have 3 exercise problems for which I have to prove by contradiction. However, I fail to complete them. Can you please give me a good start and help me complete these problems?
If $a$ and $b$ are both rational, or both irrational, then you can prove by contradiction that they are equal by assuming that they are not and seeing what that leads to. For example, if they are not equal, then one of them is rational and the other is irrational