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Calculate the slope of the straight line connecting (4,−5)(4,-5) and (6,−5)(6,-5) .

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Plot the parametric equations x=t2+1x=\sqrt{t^{2}+1} and y=t2y=t^{2} for tt between -3 and 3 .

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Graph the straight line y=−2x+6y=-2 x+6 by plotting two points, plus a third as a check.

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A straight line has slope =3=3 and yy -intercept =−4=-4 . Write its equation in slope-intercept form and make a graph.

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