#verify that z1 + (z2 + z3) = (z1 + z2) + z3 #associative law for addition of #complex numbers

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Z1=3-4i, Z2=5+i, Z3=-1+2i, Find Z1 - Z2 + Z3 Mr LZ1=3-4i, Z2=5+i, Z3=-1+2i, Find Z1 - Z2 + Z3 Mr L
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Z1=-1+I, Z2=3-2i and Z3=2+3i verify the following (i) Z1+(Z2+Z3)=(Z1+Z2)+Z3 (ii) Z1(Z2Z3) =(Z1Z2)Z3Z1=-1+I, Z2=3-2i and Z3=2+3i verify the following (i) Z1+(Z2+Z3)=(Z1+Z2)+Z3 (ii) Z1(Z2Z3) =(Z1Z2)Z3
Prove |z1+z2+z3|^2+|-z1+z2+z3|^2+|z1-z2+z3|^2+|z1+z2-z3|^2=4[|z1|^2+|z2|^2+|z3|^2].Prove |z1+z2+z3|^2+|-z1+z2+z3|^2+|z1-z2+z3|^2+|z1+z2-z3|^2=4[|z1|^2+|z2|^2+|z3|^2].
For z1, z2, z3 as complex numbers Prove the Result.For z1, z2, z3 as complex numbers Prove the Result.
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