Asked by Patrick
                Hello. I have a math question that I truly need some help on please. 
Why do many of the graphs of real-world proportional relationships (such as distance to time) show the first quadrant but omit the other three quadrants?
I have to do a fill in the blank for this.
Real world information is often represented by (negative or positive) numbers. In a graph representing real world data, when (y is, both x and y are or x is) (negative, positive) then the only first quadrant is needed to show the relationship.
I am lost on this
            
        Why do many of the graphs of real-world proportional relationships (such as distance to time) show the first quadrant but omit the other three quadrants?
I have to do a fill in the blank for this.
Real world information is often represented by (negative or positive) numbers. In a graph representing real world data, when (y is, both x and y are or x is) (negative, positive) then the only first quadrant is needed to show the relationship.
I am lost on this
Answers
                    Answered by
            Scott
            
    what are the characteristics of x and y in Quad I?
    
                    Answered by
            Patrick
            
    Hello Scott positive numbers I think would I be right? 
    
                    Answered by
            Patrick
            
    Hello Scott. 
My first choice answer is-positive
My second choice answer is- x and y are
My third choice answer is-positive
Is this correct?
    
My first choice answer is-positive
My second choice answer is- x and y are
My third choice answer is-positive
Is this correct?
                    Answered by
            Scott
            
    looks good
    
                    Answered by
            Patrick
            
    Thank you for checking this Scott. 
    
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