Math, asked by Yraman501gmail, 7 months ago

Determine the equations of the sides and motion
of the hangle cyhose verkou are
whose​

Answers

Answered by jagath52
0

Answer:

The catenary is described by the equation: y=a2(ex/a+e−x/a)=acoshxa. where a is a constant.

Answered by CleverBoi
0
<br /><br />&lt;div class="background"&gt;<br />&lt;div class="head"&gt;<br />&lt;div class="face"&gt;<br />&lt;div class="hair"&gt;<br />&lt;div class="neckHair"&gt;&lt;/div&gt;<br />&lt;div class="hairLock1"&gt;&lt;/div&gt;<br />&lt;div class="hairLock2"&gt;&lt;/div&gt;<br />&lt;/div&gt;<br />&lt;div class="eyes"&gt;<br />&lt;div class="leftEye"&gt;<br />&lt;div class="pupil leftPupil"&gt;&lt;/div&gt;<br />&lt;/div&gt; ......<br />&lt;div class="rightEye"&gt;<br />&lt;div class="pupil"&gt;&lt;/div&gt;<br />&lt;/div&gt;<br />&lt;/div&gt;<br />&lt;div class="nose"&gt;&lt;/div&gt;<br />&lt;div class="mouth"&gt;&lt;/div&gt;<br />&lt;/div&gt;<br />&lt;/div&gt;<br />&lt;/div&gt;<br /><br />&lt;style&gt;<br />body {<br />margin: 0;<br />}<br /><br />.background {<br />position: relative;<br />z-index: -2;<br />width: 100%;<br />height: 100vh;<br />background-color: #141c25;<br />}<br /><br />.head {<br />padding-top: calc(50vh - 85px);<br />padding-left: calc(50vw - 75px);<br />}<br /><br />.face {<br />display: inline-block;<br />width: 150px;<br />height: 170px;<br />border-radius: 100%;<br />background-color: #f5ccbb;<br />}<br /><br />.hair {<br />height: 65px;<br />width: 160px;<br />margin-left: -5px;<br />margin-bottom: 12px;<br />border-top-left-radius: 160px;<br />border-top-right-radius: 160px;<br />border-bottom-left-radius: 10px;<br />border-bottom-right-radius: 10px;<br />background-color: #482311;<br />}<br /><br />.neckHair {<br />position: relative;<br />z-index: -1;<br />height: 170px;<br />width: 164px;<br />margin-left: -2px;<br />margin-top: -10px;<br />border-radius: 30%;<br />background-color: #482311;<br />}<br /><br />.hairLock1,<br />.hairLock2 {<br />position: relative;<br />border-radius: 100%;<br />background-color: #482311;<br />}<br /><br />.hairLock1 {<br />height: 60px;<br />width: 150px;<br />margin-top: -148px;<br />margin-left: 12px;<br />transform: rotate(15deg);<br />}<br /><br />.hairLock2 {<br />height: 25px;<br />width: 70px;<br />margin-top: -35px;<br />margin-left: -12px;<br />transform: rotate(-55deg);<br />}<br /><br />.eyes {<br />display: inline-block;<br />width: 100%;<br />margin-top: 10px;<br />}<br /><br />.rightEye,<br />.leftEye {<br />overflow: hidden;<br />display: inline-block;<br />width: 30px;<br />height: 15px;<br />margin-right: 0px;<br />border-radius: 100%;<br />border-top: 2px solid #cea290;<br />border-bottom: 2px solid #cea290;<br />background-color: white;<br />}<br /><br />.leftEye {<br />margin-left: 26px;<br />animation: wink 3s ease 0s infinite;<br />}<br /><br />.pupil {<br />width: 20px;<br />height: 20px;<br />margin-left: 6px;<br />margin-top: -2px;<br />border-radius: 100%;<br />background-color: #482311;<br />}<br /><br />.leftPupil {<br />animation: reversePupil 3s ease 0s infinite;<br />}<br /><br />.nose {<br />width: 0;<br />height: 0;<br />margin: auto;<br />padding-top: 10px;<br />border-left: 10px solid transparent;<br />border-right: 10px solid transparent;<br />border-bottom: 8px solid #cea290;<br />}<br /><br />.mouth {<br />width: 40px;<br />height: 18px;<br />margin: auto;<br />margin-top: 10px;<br />border-top: 1px solid #e5ad97;<br />border-bottom: 4px solid #e5ad97;<br />border-bottom-left-radius: 50px;<br />border-bottom-right-radius: 50px;<br />border-top-left-radius: 10px;<br />border-top-right-radius: 10px;<br />background-color: white;<br />}<br /><br />@keyframes wink {<br />12% {<br />height: 0px;<br />border-top: 15px solid #cea290;<br />}<br />18% {<br />height: 0px;<br />border-top: 15px solid #cea290;<br />}<br />25% {<br />height: 15px;<br />border-top: 2px solid #cea290;<br />}<br />}<br />@keyframes reversePupil {<br />12% {<br />margin-top: -22px;<br />}<br />18% {<br />margin-top: -22px;<br />}<br />25% {<br />margin-top: -2px;<br />}<br />}<br /><br />&lt;/style&gt;<br /><br />
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