Vastor Posted July 22, 2011 Posted July 22, 2011 based on the example 2 in this website why does the normal equation doesn't perpendicular to the tangent? or i do any calculation wrong?
imatfaal Posted July 22, 2011 Posted July 22, 2011 Vastor - your scales are confusing your eye. Try thinking mathematically - if the slope of tangent is 4 - what must the slope of the normal be? Remember you can ignore the constants for the slope - just look at the coefficients of the x terms. I used the graphing tool suggested and it produced a much more easily understood graph than yours - and because it held the scales the same it looked like a right angle too!
CaptainPanic Posted July 22, 2011 Posted July 22, 2011 In more simple words: your problem is that the distance from 0 - 2 on the X-axis is not the same as the distance 0 - 2 on the Y-axis.
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