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We had this argument for hours and when we finally pulled out the calculators.. : r/WTF
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If pi/2 and pi/4 are the arguments of z1 and bar(z2) respectively, the
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SOLUTION: How may i find the argument of a complex number?? {{{ (2-5i)/(1-3i) }}} I just don't get how you find arguments.. Is it possible without calculator?
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SOLVED: Consider the complex number given by the identity sin(27/5). c) (2 - c)(2 - c)(2 - 8) = Using (Q1) where you let x = 71, prove that I1 - G/? .
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SOLVED: Q2) (a) Without using 4 calculator; express the complex number ? + 6i in the form x+ iy; where x and Y are real. 1 -2i [21 Hence , without 2 +
