(1) 2+3i2 + 3i2+3i ∣2+3i∣=4+9=13|2 + 3i| = \sqrt{4 + 9} = \sqrt{13}∣2+3i∣=4+9=13 (2) 1−4i1 - 4i1−4i ∣1−4i∣=1+16=17|1 - 4i| = \sqrt{1 + 16} = \sqrt{17}∣1−4i∣=1+16=17 (3) −2+i-\sqrt{2} + i−2+i ∣−2+i∣=2+1=3|-\sqrt{2} + i| = \sqrt{2 + 1} = \sqrt{3}∣−2+i∣=2+1=3 (4) −3i-3i−3i ∣−3i∣=3|-3i| = 3∣−3i∣=3