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where dA = dx dy, 1 is the 2 2 identity matrix, ||p||2 denotes the square of the magnitude of p, that is, p = x 2 + y2 and ppT is the 2 2 matrix external product recalled below: x pp T = [ x y x y] = xy
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public static int LastIndexOf<T>(T[ ] a, T v) public static int LastIndexOf(Array a, object v, int start)
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We note that both numerator and denominator tend to 0, so the quotient is indeterminate at of the form 0/0. We may therefore apply l'H pital. Our limit equals ( 2/x 2 ) cos( 2/x) . 2 x ( 5/x ) cos( 5/x) lim This in turn simplifies to 2 2 cos( 2/x) = . 5 cos( 5/x) 5 x lim
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