Even if you are given the graph of a line in an xy-plane and its corresponding equation, you still cant be sure that the coordinates of every point on that line will satisfy the equation

true or false

CreatorRozen Mar 8, 2019

#3**+2 **

False. If you have the equation and the graph of the equation....all of the points will satisfy the equation.

ElectricPavlov Mar 8, 2019

#1**-1 **

It will not satisfy ientirly to a degree only when there are multiple forums of slope and sof orth I would say true because sometimes there are ouliners i scatter plots.

HiylinLink Mar 8, 2019

#2**0 **

Thank you Link, (though it was my friend who wanted a quick answer for a problem, so thats my reason for change of text )

CreatorRozen
Mar 8, 2019

#3**+2 **

Best Answer

False. If you have the equation and the graph of the equation....all of the points will satisfy the equation.

ElectricPavlov Mar 8, 2019

#4**-1 **

Oh I guess you shoulkd go with EP's answer because what drove my though was that scatter plots aren't always going to be the same I was thinking line of best fit equations and line of best firt is a rough way to predic future events.

HiylinLink
Mar 8, 2019