1÷(2-i)^2-1÷(2+i)^2 solve it with steps
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Step-by-step explanation:
Given, 2(1+i)x2−4(2−i)x−5−3i=0
⟹x=2.(1+i)4(2−i)±16(2−i)2+4.2.(1+i).(5+3i)
=4(1+i)4(2−i)±16(4−4i−1)+8(5+3i+5i−3)
=4(1+i)4(2−i)±48−64i+16+64i
=4(1+i)4(2−i)±8
=1+i(2−i)±2
=2(4−i)(1−i);2−i(1−i)
=23−5i;(2−i(1−i)
Hope it helps!
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