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@hba
Um,Multiply and divide by (4-6i)
Nice changing your profile picture. Now start working lol :P
\[\frac{ 5+6i }{ 4+6i } \times \frac{ 4-6i }{ 4-6i }\] \[\frac{ (5+6i)(4-6i) }{ (4+6i)(4-6i)}\]
ok :) what now
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Use (a+b)(a-b)=(a^2-b^2) for denominator and remember i^2=-1
idk please do it :'(
Not helping :/
\[\frac{ (5+6i)(4-6i) }{ ((4)^2-(6i)^2)}\] Now solve
\[\frac{ 56-6i }{ 52 }\]
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so its D Thanks you :)
Welcome :)
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