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Fudgin [204]
4 years ago
7

One square has an area that is 10 cm^2 larger than another. What is a reasonable domain for the area of the larger square

Mathematics
2 answers:
Lyrx [107]4 years ago
7 0

Answer :

The domain is (0, ∞ )

Explanation :

Suppose x be the area of the smaller square ( in square cm ) and y be the area of the larger square ( in square cm ),

According to the question,

y = x + 10,

Since, domain = all possible value of input value,

For the function y = x + 10

x is the input value,

∵ x can not be negative ( area can not negative ) or zero ( if area is 0 square can not be exist )

Thus, the possible value of x are (0, ∞)

Hence, the domain of the larger square is (0, ∞)

Artyom0805 [142]4 years ago
5 0
Given that the area can take any positive real number, the larger square hast to be more than 10 cm^2, then the domain for the area of the larger square is all the real numbers greater than 10 cm^2
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Step-by-step explanation:

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The "hot hand" (also known as the "hot hand phenomenon" or "hot hand fallacy") is the purported phenomenon that a person who experiences a successful outcome has a greater chance of success in further attempts. The concept is often applied to sports and skill-based tasks in general and originates from basketball, whereas a shooter is allegedly more likely to score if their previous attempts were successful, i.e. while having "hot hands.” While previous success at a task can indeed change the psychological attitude and subsequent success rate of a player, researchers for many years did not find evidence for a "hot hand" in practice, dismissing it as fallacious. However, later research questioned whether the belief is indeed a fallacy.[1][2] Recent studies using modern statistical analysis show there is evidence for the "hot hand" in some sporting activities.[2]

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