Donner la partie réelle et partie imaginaire des nombres complexes suivants : z1=iz_1= iz1=i z2=34−5iz_2 = 34-5iz2=34−5i z3=5z_3=5z3=5 I solved itMark it doneAdd to my listKeep it in your listI like this problem0 likesSolutions1Reveal solutionsAre you sure? Give it a try first.Solution by SalixBabylonicaDiscussions0 useful votesOn a : Re(z1)=0\operatorname{Re}(z_{1})=0Re(z1)=0 et Im(z1)=1\operatorname{Im}(z_1)=1Im(z1)=1 Re(z2)=34\operatorname{Re}(z_2)= 34Re(z2)=34 et Im(z2)=−5\operatorname{Im}(z_{2})=-5Im(z2)=−5 Re(z3)=5\operatorname{Re}(z_3) = 5Re(z3)=5 et Im(z3)=0\operatorname{Im}(z_3) = 0Im(z3)=0 ReportFor an unclear, ambiguous, or possibly incorrect statement, please use the Discussion tab on the right. Report content that needs moderator intervention, such as dangerous, clearly non-mathematical, or plagiarized content.Submit
Solution by SalixBabylonicaDiscussions0 useful votesOn a : Re(z1)=0\operatorname{Re}(z_{1})=0Re(z1)=0 et Im(z1)=1\operatorname{Im}(z_1)=1Im(z1)=1 Re(z2)=34\operatorname{Re}(z_2)= 34Re(z2)=34 et Im(z2)=−5\operatorname{Im}(z_{2})=-5Im(z2)=−5 Re(z3)=5\operatorname{Re}(z_3) = 5Re(z3)=5 et Im(z3)=0\operatorname{Im}(z_3) = 0Im(z3)=0