Show that RA - R R + R+ 1 < z + iz z+z+1 s R4...

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Show that RA - R R² + R+ 1 < zª + iz z²+z+1 s R4 +R (R-1)²' for all z satisfying |z| = R > 1. Be sure to establish both the lower bound and the upper bound in this equation. If you can show that A< C and D < B then you can deduce that <. Note the order of the inequalities. Show that RA - R R² + R+ 1 < zª + iz z²+z+1 s R4 +R (R-1)²' for all z satisfying |z| = R > 1. Be sure to establish both the lower bound and the upper bound in this equation. If you can show that A< C and D < B then you can deduce that <. Note the order of the inequalities.

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Here are the stepbystep workings To establish the lower bound ... View the full answer