Physics, asked by tamilselviselvi427, 8 months ago

Maxima and minima occurs​

Answers

Answered by sg249344
0

</p><p> &lt;body style="</p><p> font-family: Sans-Serif;</p><p> background-image: radial-gradient(circle at center center, transparent 0%,rgb(0,0,0) 85%),linear-gradient(78deg, rgba(192, 192, 192,0.05) 0%, rgba(192, 192, 192,0.05) 50%,rgba(60, 60, 60,0.05) 50%, rgba(60, 60, 60,0.05) 100%),linear-gradient(227deg, rgba(97, 97, 97,0.05) 0%, rgba(97, 97, 97,0.05) 50%,rgba(52, 52, 52,0.05) 50%, rgba(52, 52, 52,0.05) 100%),linear-gradient(240deg, rgba(98, 98, 98,0.05) 0%, rgba(98, 98, 98,0.05) 50%,rgba(249, 249, 249,0.05) 50%, rgba(249, 249, 249,0.05) 100%),linear-gradient(187deg, rgba(1, 1, 1,0.05) 0%, rgba(1, 1, 1,0.05) 50%,rgba(202, 202, 202,0.05) 50%, rgba(202, 202, 202,0.05) 100%),linear-gradient(101deg, rgba(61, 61, 61,0.05) 0%, rgba(61, 61, 61,0.05) 50%,rgba(254, 254, 254,0.05) 50%, rgba(254, 254, 254,0.05) 100%),linear-gradient(176deg, rgba(237, 237, 237,0.05) 0%, rgba(237, 237, 237,0.05) 50%,rgba(147, 147, 147,0.05) 50%, rgba(147, 147, 147,0.05) 100%),linear-gradient(304deg, rgba(183, 183, 183,0.05) 0%, rgba(183, 183, 183,0.05) 50%,rgba(57, 57, 57,0.05) 50%, rgba(57, 57, 57,0.05) 100%),radial-gradient(circle at center center, hsl(351,4%,12%),hsl(351,4%,12%));</p><p> "&gt;</p><p> </p><p> &lt;p style="color: white;</p><p> padding: 20px;</p><p> text-align: center;</p><p> font-weight: 400;"&gt;&lt;span style="border-bottom: 2px double #94ff8c;</p><p> color: #94ff8c;"&gt;Solution To Your Question&lt;/span&gt;&lt;br&gt;&lt;br&gt;</p><p>These are the points of maxima or minima. To know that which point is maxima and which point is minima we have to double derivative the function. If sign of f''(x) is positive then it is a point of minima , if the sign is negative then it is a point of maxima.</p><p> &lt;br&gt;&lt;br&gt;</p><p> &amp;#128513; Hope You Liked It &amp;#128513;</p><p> &lt;/p&gt;</p><p> </p><p> &lt;marquee style="color:#fff;"&gt; &lt;b&gt;Mark Me as the brainliest &amp;#128151;</p><p> &lt;br&gt;</p><p> &lt;/b&gt;&lt;/marquee&gt;</p><p> </p><p> </p><p> </p><p> &lt;/body&gt;</p><p> </p><p> </p><p>

Answered by charviredij
2

Explanation:

In mathematical analysis, the maxima and minima (the respective plurals of maximum and minimum) of a function, known collectively as extrema (the plural of extremum), are the largest and smallest value of the function, either within a given range (the local or relative extrema) or on the entire domain

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