Imagine that your neighbor is scrolling through social media. Your neighbor shows you an advertisement for products that make bold claims:
“Get hydrated now! Do you hate drinking water? Click here to see how drinking less water is actually the secret to having more water in your body. It’s the study the government doesn’t want you to see!”
Using the Associative and Communative Properties of Multiplication, evaluate whether the claim is reasonable.
The Associative Property of Multiplication states that the grouping of numbers being multiplied together does not affect the result.
The Commutative Property of Multiplication states that the order in which numbers are multiplied together does not affect the result.
In this scenario, we need to evaluate whether the claim that drinking less water is the secret to having more water in the body is reasonable using these properties of multiplication. However, it is important to note that these properties are mathematical principles and may not necessarily be applicable to this claim as it involves a scientific concept rather than a mathematical calculation.
In the field of science and physiology, it is widely accepted that drinking an adequate amount of water is essential for staying hydrated. Water intake is needed to replenish the body's fluids that are lost through various means, such as sweating, urination, and respiration. The claim in the advertisement contradicts this widely accepted knowledge.
Therefore, based on scientific understanding, the claim that drinking less water can result in having more water in the body is not reasonable. It is important to critically evaluate the claims made in advertisements and consider the scientific evidence and reputable sources before accepting them.