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A. Convert this scenario into two linear equations; show both the standard form and the slope-intercept form for both equations.B. Explain how you decided to label the axes.C. What are the realistic bounds for the domain and range of today’s stock gains? Explain your answer.D. Does this scenario imply correlation or causation? Explain your answer.

A. Convert this scenario into two linear equations; show both the standard form and-example-1

1 Answer

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A

The slope intercept form of a linear equation is expressed as

y = mx + c

where

m is the slope or rate of change

c is the y intercept

The standard form equation is expressed as

Ax + By = C

Considering Juwan's case,

slope, m = 4

y intercept, c = 0

Thus, the slope intercept equation for Juwan's stock is

y = 4x

The standard form equation for Juwan's stock is

4x - y = 0

Considering Jamie's case,

slope, m = 3

y intercept, c = 4

Thus, the slope intercept equation for Jamie's stock is

y = 3x + 4

The standard form equation for Jamie's stock is

3x - y = - 4

B)The y axis would be the value of stocks while the x axis would be time. The graph of the equations is shown below

c) Stocks value should be greater than zero.

Time bounds should be realistic(9am to 9pm)

d) The scenario implies causation. It is so because turns in stock causes increment in their individual stock values

A. Convert this scenario into two linear equations; show both the standard form and-example-1
User Alice Hobbs
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