Now if you convert two numbers into this exponential form : 342x456 = 10 2.534 x10 2.659 . . . then you can add the exponents to get 10 2.534 + 2.659 = 10 5.193 = 155952.
12.
Am I right in * assuming * I can then infer amplitude and phase from taking the complex number in exponential form and, using Euler's formula, work out the real and imaginary part which would represent these two values of amp . and phase in some way?
13.
T, where " Q " is orthogonal and S is a block diagonal matrix with \ scriptstyle \ lfloor { n / 2 } \ rfloor blocks of order 2, plus one of order 1 if " n " is odd; since each single block of order 2 is also an orthogonal matrix, it admits an exponential form.
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