Notes - Graphs of Linear Functions - Slope - part 1

[size=150]Recall that we already know that in the equation [math]y=mx+b[/math] the [i]m[/i] number represents the pattern of change. The constant add or subtract amount for how the output, the y-value, is changing.[br]This number is called the [size=150][size=200]slope[/size][/size], because graphically is represented in the steepness of the line.[br][br]Lets look at a pattern like the ones we've already seen before. Consider the situation where Bill is filling up a tank of water. The tank started with 8 gallons and he is adding a half gallon of water every minute. The equation that models this is [math]y=\frac{1}{2}x+8[/math][/size][br]
Using the graph above answer the following questions.
1) When will the tank reach 18 gallons of water?[br]2) How much water will be in the tank after 10 minutes?[br]3) When will the tank reach 15 gallons of water?[br]4) If the tank had a maximum size of 16 gallons when would it be full?
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Information: Notes - Graphs of Linear Functions - Slope - part 1