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English and Logical Reasoning Prep Guide
Exam
English and Logical Reasoning Prep Guide
Subject
Logical Reasoning
Chapter
Arithmetic Reasoning

English and Logical Reasoning Prep Guide · Logical Reasoning · Arithmetic Reasoning

A student creates a table to show the relationship between the side...

A student creates a table to show the relationship between the side length of a square and its area.

A student creates a table to show the relationship between the side length of a square and its area. Which of the

Which of the graphs below best represents this relationship?

Options

  1. AConsider a sphere passing through the origin and the points (2,1,-1),(1,5,-4),(-2,4,-6) . What is the centre of the
  2. BConsider a sphere passing through the origin and the points (2,1,-1),(1,5,-4),(-2,4,-6) . What is the centre of the
  3. CConsider a sphere passing through the origin and the points (2,1,-1),(1,5,-4),(-2,4,-6) . What is the centre of the
  4. DConsider a sphere passing through the origin and the points (2,1,-1),(1,5,-4),(-2,4,-6) . What is the centre of the

Correct answer

B. Consider a sphere passing through the origin and the points (2,1,-1),(1,5,-4),(-2,4,-6) . What is the centre of the

Step-by-step solution

According to the formula of square,

Area of square=a2= a^{2}~

Where aa~is equal to side length,

It means area of a square is directly proportional to its side length,

Areaofsquare\alpha{( length )}^{2}</p><p>Itmeansifthelengthiszero,theareawillalsobezeroasthecurvewillbereprsentedby, </p><p>It means if the length is zero, the area will also be zero as the curve will be reprsented by,~y = x^{2}.</p><p>Sothe curvewillstartfromtheorigin.Hence,thecorrectanswerisoption.</p><p>So the~curve will start from the origin. Hence, the correct answer is option2.

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