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      <title>Respiration Key Terms by Sam Kenny</title>
      <link>https://padlet.com/sam_kenny/respiration</link>
      <description>Please provide definitions and an explanation of what happens to each term during exercise.</description>
      <language>en-us</language>
      <pubDate>2016-10-03 07:50:36 UTC</pubDate>
      <lastBuildDate>2025-11-13 01:14:54 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url>https://padlet-assets.s3.amazonaws.com/icons/File.png</url>
      </image>
      <item>
         <title>Tidal Volume:</title>
         <author>sam_kenny</author>
         <link>https://padlet.com/sam_kenny/respiration/wish/127797416</link>
         <description><![CDATA[<div><br><br>During Exercise...?</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-03 07:54:17 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/127797416</guid>
      </item>
      <item>
         <title>Inspiratory Tidal Volume:</title>
         <author>sam_kenny</author>
         <link>https://padlet.com/sam_kenny/respiration/wish/127797534</link>
         <description><![CDATA[<div><br><br>During Exercise...?</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-03 07:54:43 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/127797534</guid>
      </item>
      <item>
         <title>Expiratory Tidal Volume:</title>
         <author>sam_kenny</author>
         <link>https://padlet.com/sam_kenny/respiration/wish/127797608</link>
         <description><![CDATA[<div><br><br>During Exercise...?</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-03 07:55:11 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/127797608</guid>
      </item>
      <item>
         <title>Residual Volume:</title>
         <author>sam_kenny</author>
         <link>https://padlet.com/sam_kenny/respiration/wish/127797762</link>
         <description><![CDATA[<div><br><br>During Exercise...?</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-03 07:56:09 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/127797762</guid>
      </item>
      <item>
         <title>Minute Ventilation:</title>
         <author>sam_kenny</author>
         <link>https://padlet.com/sam_kenny/respiration/wish/127797887</link>
         <description><![CDATA[<div><br><br>During Exercise...?</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-03 07:57:04 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/127797887</guid>
      </item>
      <item>
         <title>lauren</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128157684</link>
         <description><![CDATA[<div>tidal volume is the volume inspired or expired per breath increases when exercise occurs</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-04 13:31:58 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128157684</guid>
      </item>
      <item>
         <title>lauren</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128159013</link>
         <description><![CDATA[<div>the volume of air inspired or expired per minute TV X F   dramatic increase</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-04 13:34:41 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128159013</guid>
      </item>
      <item>
         <title>lauren</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128161908</link>
         <description><![CDATA[<div>volume of air remaining in the lungs at the end of maximal expiration TLC-VC   stays the same</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-04 13:40:21 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128161908</guid>
      </item>
      <item>
         <title>&amp;nbsp;Cleo&amp;nbsp;</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128246556</link>
         <description><![CDATA[<div>Expiratory Tidal Volume - this is the amount of air that can be exhaled in a normal exhalation. It decreases during exercise </div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-04 16:35:54 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128246556</guid>
      </item>
      <item>
         <title>Cleo</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128247652</link>
         <description><![CDATA[<div>Tidal volume - the volume of air you break in a single breath. During exercise this increases because your requirements for oxygen increase </div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-04 16:38:29 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128247652</guid>
      </item>
      <item>
         <title>Cleo&amp;nbsp;</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128248440</link>
         <description><![CDATA[<div>Inspiratory Tidal Volume - this is the amount of air inhaled above tidal volume during a deep breath</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-04 16:40:22 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128248440</guid>
      </item>
      <item>
         <title>Cleo&amp;nbsp;</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128249194</link>
         <description><![CDATA[<div>Residual Volume - this is the amount of air that remains in a persons lungs after fully exhaling, it stops the lungs from collapsing. It will decrease with exercise because you take deeper breaths in order to get oxygen to your muscles, therefore there is not as much stored in the lungs because the body needs as much as possible. Males have a higher RV than women, also athletes have a higher RV than non athletes as they are trained and have controlled breathing levels </div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-04 16:42:11 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128249194</guid>
      </item>
      <item>
         <title>Cleo&amp;nbsp;</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128251466</link>
         <description><![CDATA[<div>Minute Ventilation - this is the amount, in litres, that a person breathes per minute. During exercise more oxygen is needed as the muscles are working harder so more air in inhaled to supply them. As tidal volume and breathing rate increase, minute ventilation also increases to cater for the additional demand for oxygen </div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-04 16:48:08 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128251466</guid>
      </item>
      <item>
         <title>frankie</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128960794</link>
         <description><![CDATA[<div>Tidal Volume: The amount of air which enters the lungs during normal inhalation at rest. The average tidal volume is 500ml. The same amount leaves the lungs during exhalation.</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-06 19:32:36 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128960794</guid>
      </item>
      <item>
         <title>frankie</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128961161</link>
         <description><![CDATA[<div>residual volume<strong>: </strong>The amount of air left in the lungs following a maximal exhalation. There is always some air remaining to prevent the lungs from collapsing.</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-06 19:34:19 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128961161</guid>
      </item>
      <item>
         <title>frankie</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128962555</link>
         <description><![CDATA[<div>Minute ventilation is the volume of air you breathe in a minute. Minute ventilation is measured in liters and can be calculated by multiplying tidal volume by breathing rate. Minute ventilation increases during exercise because both tidal volume and breathing rate increase.&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-06 19:39:53 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128962555</guid>
      </item>
      <item>
         <title>lauren</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128965182</link>
         <description><![CDATA[<div>amount of air above tidal volume during big breath</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-06 19:50:23 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128965182</guid>
      </item>
      <item>
         <title>lauren</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128965496</link>
         <description><![CDATA[<div>the air that is breathed out in a normal resting breath increases during exercise</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-06 19:51:31 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128965496</guid>
      </item>
      <item>
         <title>Jack</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128989578</link>
         <description><![CDATA[<div>Tidal volume is the amount of air either moved into or out of the lungs during quiet, </div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-06 22:36:58 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128989578</guid>
      </item>
      <item>
         <title>Jack</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128989956</link>
         <description><![CDATA[<div>Residual volume is the amount of air remaining in the lungs after maximum exhalation </div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-06 22:40:18 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128989956</guid>
      </item>
      <item>
         <title>Jack</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/128990253</link>
         <description><![CDATA[<div>This is the amount of air breathed into the lungs in 1 minute and is measured in litres. </div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-06 22:43:41 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/128990253</guid>
      </item>
      <item>
         <title>Big Boy</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/129356705</link>
         <description><![CDATA[<div>Tidal volume is the lung volume representing the normal volume of air displaced between normal inhalation and exhalation when extra effort is not applied<br><br></div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-09 20:02:01 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/129356705</guid>
      </item>
      <item>
         <title>Big Boy</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/129356968</link>
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"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-09 20:05:57 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/129356968</guid>
      </item>
      <item>
         <title>Big Boy</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/129357169</link>
         <description><![CDATA[<div>Minute ventilation refers to the amount of air, in liters, that a person breathes per minute<br><br></div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-09 20:08:12 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/129357169</guid>
      </item>
      <item>
         <title>Big Boy</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/129357247</link>
         <description><![CDATA[<div>Residual volume is a lung volume representing the amount of air left in the lungs after a forced exhalation; this volume cannot be measured, only calculated<br><br></div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-09 20:09:30 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/129357247</guid>
      </item>
      <item>
         <title>Overall legend</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/129429235</link>
         <description><![CDATA[<div>The average tidal volume for a healthy adult is approximately 500 mL per inspiration or 7 mL/kg of body mass.</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-10 08:11:36 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/129429235</guid>
      </item>
      <item>
         <title>Overall legend </title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/129429458</link>
         <description><![CDATA[<div>Minute ventilation is </div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-10 08:12:46 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/129429458</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/129429622</link>
         <description><![CDATA[<div>The amount of air inhaled</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-10 08:13:41 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/129429622</guid>
      </item>
      <item>
         <title>Overall legend&amp;nbsp;</title>
         <author></author>
         <link>https://padlet.com/sam_kenny/respiration/wish/129429697</link>
         <description><![CDATA[<div>Cba</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-10 08:14:09 UTC</pubDate>
         <guid>https://padlet.com/sam_kenny/respiration/wish/129429697</guid>
      </item>
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