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Find the slope of the lines: (a) Passing through the points (3, – 2) and (–1, 4), (b) Passing through the points (3, – 2) and (7, – 2), (c) Passing through the points (3, – 2) and (3, 4), (d) Making inclination of 60° with the positive direction of x-axis
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@terenzreignz
\[\huge m =\frac{\Delta y}{\Delta x}\]
Thankyou sir
as for (d) hmm....
Well, if you're given an angle with respect to the x-axis, and you want the slope, just get \[\huge \tan(\theta)\] and that'd be the slope.
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