<?xml version="1.0" encoding="UTF-8" ?><!-- generator=Zoho Sites --><rss version="2.0" xmlns:atom="http://www.w3.org/2005/Atom" xmlns:content="http://purl.org/rss/1.0/modules/content/"><channel><atom:link href="https://www.physicshelpline.com/Question/nlm/feed" rel="self" type="application/rss+xml"/><title>physicshelpline - Question of the day , NLM</title><description>physicshelpline - Question of the day , NLM</description><link>https://www.physicshelpline.com/Question/nlm</link><lastBuildDate>Sat, 20 Jun 2026 14:22:13 +0530</lastBuildDate><generator>http://zoho.com/sites/</generator><item><title><![CDATA[Sliding down the curved path]]></title><link>https://www.physicshelpline.com/Question/post/sliding-down-the-curved-path</link><description><![CDATA[Q- A bead slides down along a frictionless stiff wire of length L which is bent in form of a serpentine coil of length L/2 and placed vertically as in ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_E50tDId0QB6O35jST2PF1Q" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_SdgGMywjqxO3VROsJCMkXw" data-element-type="row" class="zprow zprow-container zpalign-items-flex-start zpjustify-content-flex-start zpdefault-section zpdefault-section-bg " data-equal-column="false"><style type="text/css"></style><div data-element-id="elm_LHyOxdmIlB6vcI9TlczRGg" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- zpdefault-section zpdefault-section-bg "><style type="text/css"></style><div data-element-id="elm_4FKsM60_84n5LioYU7xhCg" data-element-type="imagetext" class="zpelement zpelem-imagetext "><style> @media (min-width: 992px) { [data-element-id="elm_4FKsM60_84n5LioYU7xhCg"] .zpimagetext-container figure img { width: 58px !important ; height: 64.84px !important ; } } @media (max-width: 991px) and (min-width: 768px) { [data-element-id="elm_4FKsM60_84n5LioYU7xhCg"] .zpimagetext-container figure img { width:111px !important ; height:124px !important ; } } @media (max-width: 767px) { [data-element-id="elm_4FKsM60_84n5LioYU7xhCg"] .zpimagetext-container figure img { width:100px !important ; height:150px !important ; } } </style><div data-size-tablet="" data-size-mobile="" data-align="left" data-tablet-image-separate="false" data-mobile-image-separate="false" class="zpimagetext-container zpimage-with-text-container zpimage-align-left zpimage-tablet-align-center zpimage-mobile-align-center zpimage-size-custom zpimage-tablet-fallback-custom zpimage-mobile-fallback-custom hb-lightbox " data-lightbox-options="
            type:fullscreen,
            theme:dark"><figure role="none" class="zpimage-data-ref"><span class="zpimage-anchor" role="link" tabindex="0" aria-label="Open Lightbox" style="cursor:pointer;"><picture><img class="zpimage zpimage-style-none zpimage-space-none " src="/files/Sitefiles/26.05.12.jpg" width="100" height="150" loading="lazy" size="custom" data-lightbox="true"/></picture></span></figure><div class="zpimage-text zpimage-text-align-left zpimage-text-align-mobile-left zpimage-text-align-tablet-left " data-editor="true"><p></p><div><p><span>Q- A bead slides down along a frictionless stiff wire of length <i>L</i> which is bent in form of a serpentine coil of length L/2 and placed vertically as in figure. What is the slide time to reach the ground? The gap between the turns is much less than the length of the wire.</span></p><p><span><br/></span></p><p><strong style="font-style:italic;text-decoration-line:underline;"><a href="/files/NLM/26.05.12.pdf" target="_blank" rel="nofollow noreferrer noopener">Solution:</a></strong></p></div><p></p></div>
</div></div></div></div></div></div></div> ]]></content:encoded><pubDate>Tue, 12 May 2026 08:55:00 +0530</pubDate></item><item><title><![CDATA[Newton's Laws of Motion]]></title><link>https://www.physicshelpline.com/Question/post/newtons_laws_of_motion</link><description><![CDATA[&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Q- A 5 kg uniform ball lies between two mutually perpendicular smooth planes AB and BC. Determine the ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_ZtKZg5vKTuGv2w7bqSNxJQ" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_XawBidfpRROddgtWwXW55A" data-element-type="row" class="zprow zprow-container zpalign-items-flex-start zpjustify-content- " data-equal-column="false"><style type="text/css"></style><div data-element-id="elm_wgiKBsRQTKGwQrDAvhr4wQ" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_Z90HTDqiSsShTYQZcIGlfQ" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-center zptext-align-mobile-center zptext-align-tablet-center " data-editor="true"><div style="text-align:justify;"><div>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Q- A 5 kg uniform ball lies between two mutually perpendicular smooth planes AB and BC. Determine the thrust of the ball against each plane if plane BC is inclined at 60 degree to the horizontal. (g = 10 m/s<sup>2</sup>) </div>
<div><span style="color:rgb(48, 4, 234);"><br/></span></div><div><div><strong style="font-style:italic;text-decoration-line:underline;color:rgb(48, 4, 234);"><a href="/NLM/25.11.29.pdf" target="_blank" rel="">Solution:</a></strong></div>
</div><div><br/></div><p></p></div><p></p></div></div></div></div></div></div></div>
 ]]></content:encoded><pubDate>Sat, 28 Feb 2026 10:30:46 +0530</pubDate></item><item><title><![CDATA[Conservation of linear momentum]]></title><link>https://www.physicshelpline.com/Question/post/conservation-of-linear-momentum</link><description><![CDATA[Q- A solid cylinder, of radius c acted upon by no forces, moves parallel to its axis through a uniform cloud of fine dust, of volume density ρ, which ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_xVPbVN3ETMCLBD1bOXFosQ" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_x4eVIeKrhPUOzM4s1s28dQ" data-element-type="row" class="zprow zprow-container zpalign-items-flex-start zpjustify-content-flex-start zpdefault-section zpdefault-section-bg " data-equal-column="false"><style type="text/css"></style><div data-element-id="elm_M-R2WtOHPeaogn4kX0-FAA" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- zpdefault-section zpdefault-section-bg "><style type="text/css"></style><div data-element-id="elm_ImSyvp91V-fM6kPRlnZRKA" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-left zptext-align-mobile-left zptext-align-tablet-left " data-editor="true"><p></p><div><p style="text-align:justify;">Q- A solid cylinder, of radius c acted upon by no forces, moves parallel to its axis through a uniform cloud of fine dust, of volume density ρ, which is at rest. If the particles of dust which meet the cylinder adhere to it, and if m<span style="font-size:9px;">0</span> and u be the mass and the velocity at the beginning of the motion, find the distance x traversed in time t by the cylinder.</p><p style="text-align:justify;"><strong style="font-style:italic;text-decoration-line:underline;"><a href="/files/NLM/26.01.22.pdf" target="_blank" rel="">Solution:</a></strong></p></div>
<p></p></div></div></div></div></div></div></div> ]]></content:encoded><pubDate>Thu, 22 Jan 2026 17:47:00 +0530</pubDate></item></channel></rss>