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Find the rate of change between the two points (1, 6.2) and (3, 20) where x is in hours and y is in miles. need the answer asap!
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rate of change between points A and B =\[\frac{ y_B - y_A }{x_B-x_A }\]
Let point A be (1,4). What is \[x_A\] and\[y_A\]?
well x_A =1 and y_A=4 Substitute in the equation of rate of change values of coordinates, no matter whether you choose first point as A or not
Do you know how to do that?
well it's \[\frac{ 3-1 }{ 20-6.2 }\]
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so its\[\frac{ 2 }{ 13,8 }=0,145\]
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