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Developer of many things, including aprs-weather-submit . Contributor to PowerShell Gallery . Respect & Connect Keyoxide Keybase GitHub LinkedIn Mastodon Webrings & Stuff ⏮️ Fediring ⏭️ ⏮️ Hotline Webring ⏭️ ← An IndieWeb Webring 🕸💍 → 512KB Club Green Team no-JS Club 👻 The Darktheme Club 👻 © 2009-2025 Colin Cogle .
Did you know that if you take the quotient from that division and divide by x-c again, the remainder is the value of the derivative P'(c)? Quick proof. For the first statement: P(x) = Q(x) (x - c) + R so P(c) = Q(c) (c - c) + R = R For the second: P(x) = Q(x) (x - c) + P(c) [tex: \frac { P(x) - P(c) } { x - c } = Q(x) ] [tex: P'(c) = \lim {x \to \infty } \frac {...
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