Question

Darius is studying the relationship between mathematics and art. He asks friends to each draw a "typical” rectangle. He measures the length and width in centimeters of each rectangle and plots the points on a graph, where x represents the width and y represents the length. The points representing the rectangles are (6.1, 12.0), (5.0, 8.1), (9.1, 15.2), (6.5, 10.2), (7.4, 11.3), and (10.9, 17.5). Which equation could Darius use to determine the length, in centimeters, of a "typical” rectangle for a given width in centimeters?

Answer 1

Thank you for posting your question here at brainly. Below are the choices that can be found elsewhere:

A. y = 0.605x + 0.004
B. y = 0.959x + 0.041
C. y = 1.518x + 0.995
D. y = 1.967x + 0.984

The equation that Darius use to determine the length, in centimeters, of a "typical” rectangle for a given width in centimeters is  y = 1.518x + 0.995. The answer is C. 

Answer 2

The equation Darius use to determine the length, in centimeters, of a "typical” rectangle is y = 1.518x + 0.995.

What is the length of the rectangle?

The length of the rectangle is the size of the longest side of the rectangle. There two equal size length in a rectangle.

Darius is studying the relationship between mathematics and art. He asks friends to each draw a "typical” rectangle.

He measures the length and width in centimeters of each rectangle and plots the points on a graph, where x represents the width and y represents the length.

The points representing the rectangles are,

$(6.1, 12.0), (5.0, 8.1), (9.1, 15.2), (6.5, 10.2), (7.4, 11.3), (10.9, 17.5).$

The equation of the line of the length of rectangle using these points can be given as,

$y = 1.518x + 0.995$

Hence, the equation Darius use to determine the length, in centimeters, of a "typical” rectangle is y = 1.518x + 0.995.

Learn more about the length of the rectangle here;

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