Like

Report

If the polar curve $r=f(\theta), a \leq \theta \leq b,$ has length $L,$ show that $r=c f(\theta), a \leq \theta \leq b,$ has length $|c| L$ for any constant $c$.

$|c| L$

You must be signed in to discuss.

Missouri State University

University of Nottingham

Idaho State University

Boston College

According to the ocean, Given the arc length Oh Oh, good. Our physical do apple Tita He's given by as his equal toe integration here toe be little after Daschle Tita, whose care plus half of pita hold square the Duta It is a given that the land off the job is l the place are we see Goma apple Duda in it will be limited Integration all have dusted the whole square blows half of tea towels Girl Dita On falling we have there is a toe Be limited integration all see half of dash Tuta, Old square plus see half of Tita whole square. The data is equal to it will be limited. There is integration All C square off dash Tita. Full scale plus seas were Apfel Tita, hold square. The vita then be solved. We know that group C square is a constant town. It will be deer is in immigration off after Daschle Tita whole square plus half of the whole square The pewter on solving. We said that there is a to b. The ruled have dash off the whole square plus app off. Eat a whole square. The cheetah with l Group C square a B limit Brut after dash off Thida who scare plus half of the whole scare The Duta When we sold there is room C Square l and moral C L. It is shows that the land off course our physical to see dot f off Tita he's more coffee.