We show | F dt | | F | dt. By definition, F dt is a complex number. So we can set { 1 } = F dt. By Property (2), r0 = { 2 }. Each side is real, and when a complex number is real, it is the same as its real part. So by the Real Part Property, r0 = { 3 }. But Re (F cis (-0)) { 4 } = | F |.| cis (-0)| = | F |. So r0 | F | dt, providing a b. Hence | F dt | | F | dt. Match the above boxes 1, 2, 3, 4 with the selections
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