<!--<head><style type='text/css'>@font-face{font-family:'Roboto';font-style:normal;font-weight:400;src:local('Roboto'),local('Roboto-Regular'),url(//fonts.gstatic.com/s/roboto/v18/KFOmCnqEu92Fr1Mu4mxP.ttf)format('truetype');}@font-face{font-family:'Roboto';font-style:normal;font-weight:500;src:local('Roboto Medium'),local('Roboto-Medium'),url(//fonts.gstatic.com/s/roboto/v18/KFOlCnqEu92Fr1MmEU9fBBc9.ttf)format('truetype');}</style>
<link href='https://www.blogger.com/dyn-css/authorization.css?targetBlogID=2488212824909106554&zx=7d750a0a-3b64-4752-a2ad-9e9c9b59f65b' media='none' onload='if(media!='all')media='all'' rel='stylesheet'/><noscript><link href='https://www.blogger.com/dyn-css/authorization.css?targetBlogID=2488212824909106554&zx=7d750a0a-3b64-4752-a2ad-9e9c9b59f65b' rel='stylesheet'/></noscript>

</head>-->

Home › AS level › Cambridge International Examinations

TANGENT EQUATION OF CURVE in Pure Mathematics 2 (AS Level)

By MATHS ANIMATION March 29, 2016 Add Comment Edit

TANGENT EQUATION OF CURVE in Pure Mathematics 2 (AS Level)

Question:

[Taken from Paper 2 Pure Mathematics 2 (P2) Cambridge International Examinations Advanced Subsidiary Level, May/June 2015]

0 Komentar di Postingan "TANGENT EQUATION OF CURVE in Pure Mathematics 2 (AS Level)"

Post a Comment

Untuk menyisipkan kode,gunakan tag
[code]KODE ANDA[/code]
Untuk menyisipkan quote,gunakan tag
[blockquote]KATA-KATA ANDA[/blockquote]
Untuk menyisipkan gambar,gunakan tag
[img]URL GAMBAR ANDA[/img]
Untuk menyisipkan video,gunakan tag
[youtube]URL VIDEO ANDA[/youtube]
Anda juga bisa menggunakan emoticon seperti biasa.

<!--
<script type="text/javascript" src="https://www.blogger.com/static/v1/widgets/1882756525-widgets.js"></script>
<script type='text/javascript'>
window['__wavt'] = 'AOuZoY5sxTFP59vCb_YJG0mELALMR1HWSg:1529280678233';_WidgetManager._Init('//www.blogger.com/rearrange?blogID\x3d2488212824909106554','//mathsanimation.blogspot.com/2016/03/tangent-equation-of-curve.html','2488212824909106554');
_WidgetManager._SetDataContext([{'name': 'blog', 'data': {'blogId': '2488212824909106554', 'title': 'MathsAnimation', 'url': 'http://mathsanimation.blogspot.com/2016/03/tangent-equation-of-curve.html', 'canonicalUrl': 'http://mathsanimation.blogspot.com/2016/03/tangent-equation-of-curve.html', 'homepageUrl': 'http://mathsanimation.blogspot.com/', 'searchUrl': 'http://mathsanimation.blogspot.com/search', 'canonicalHomepageUrl': 'http://mathsanimation.blogspot.com/', 'blogspotFaviconUrl': 'http://mathsanimation.blogspot.com/favicon.ico', 'bloggerUrl': 'https://www.blogger.com', 'hasCustomDomain': false, 'httpsEnabled': true, 'enabledCommentProfileImages': true, 'gPlusViewType': 'FILTERED_POSTMOD', 'adultContent': false, 'analyticsAccountNumber': '', 'encoding': 'UTF-8', 'locale': 'en', 'localeUnderscoreDelimited': 'en', 'languageDirection': 'ltr', 'isPrivate': false, 'isMobile': false, 'isMobileRequest': false, 'mobileClass': '', 'isPrivateBlog': false, 'feedLinks': '\x3clink rel\x3d\x22alternate\x22 type\x3d\x22application/atom+xml\x22 title\x3d\x22MathsAnimation - Atom\x22 href\x3d\x22http://mathsanimation.blogspot.com/feeds/posts/default\x22 /\x3e\n\x3clink rel\x3d\x22alternate\x22 type\x3d\x22application/rss+xml\x22 title\x3d\x22MathsAnimation - RSS\x22 href\x3d\x22http://mathsanimation.blogspot.com/feeds/posts/default?alt\x3drss\x22 /\x3e\n\x3clink rel\x3d\x22service.post\x22 type\x3d\x22application/atom+xml\x22 title\x3d\x22MathsAnimation - Atom\x22 href\x3d\x22https://www.blogger.com/feeds/2488212824909106554/posts/default\x22 /\x3e\n\n\x3clink rel\x3d\x22alternate\x22 type\x3d\x22application/atom+xml\x22 title\x3d\x22MathsAnimation - Atom\x22 href\x3d\x22http://mathsanimation.blogspot.com/feeds/938024811840373841/comments/default\x22 /\x3e\n', 'meTag': '', 'openIdOpTag': '', 'googleProfileUrl': 'https://plus.google.com/117530771757237910958', 'adsenseClientId': 'ca-pub-9770127471487798', 'adsenseHostId': 'ca-host-pub-1556223355139109', 'adsenseHasAds': false, 'ieCssRetrofitLinks': '\x3c!--[if IE]\x3e\x3cscript type\x3d\x22text/javascript\x22 src\x3d\x22https://www.blogger.com/static/v1/jsbin/3658603751-ieretrofit.js\x22\x3e\x3c/script\x3e\n\x3c![endif]--\x3e', 'view': '', 'dynamicViewsCommentsSrc': '//www.blogblog.com/dynamicviews/4224c15c4e7c9321/js/comments.js', 'dynamicViewsScriptSrc': '//www.blogblog.com/dynamicviews/e6a734dee33c78f7', 'plusOneApiSrc': 'https://apis.google.com/js/plusone.js', 'sharing': {'platforms': [{'name': 'Get link', 'key': 'link', 'shareMessage': 'Get link', 'target': ''}, {'name': 'Facebook', 'key': 'facebook', 'shareMessage': 'Share to Facebook', 'target': 'facebook'}, {'name': 'BlogThis!', 'key': 'blogThis', 'shareMessage': 'BlogThis!', 'target': 'blog'}, {'name': 'Twitter', 'key': 'twitter', 'shareMessage': 'Share to Twitter', 'target': 'twitter'}, {'name': 'Pinterest', 'key': 'pinterest', 'shareMessage': 'Share to Pinterest', 'target': 'pinterest'}, {'name': 'Google+', 'key': 'googlePlus', 'shareMessage': 'Share to Google+', 'target': 'googleplus'}, {'name': 'Email', 'key': 'email', 'shareMessage': 'Email', 'target': 'email'}], 'googlePlusShareButtonWidth': 300, 'googlePlusBootstrap': '\x3cscript type\x3d\x22text/javascript\x22\x3ewindow.___gcfg \x3d {\x27lang\x27: \x27en\x27};\x3c/script\x3e'}, 'hasCustomJumpLinkMessage': false, 'jumpLinkMessage': 'Read more', 'pageType': 'item', 'postId': '938024811840373841', 'postImageThumbnailUrl': 'https://2.bp.blogspot.com/-0-I--k4T8G0/VvpOvKBPoCI/AAAAAAAAA_A/oUHBrkHknEo1fV5IjqIFo8sAcdhuIJFeA/s72-c/tangent%2BQuest.png', 'postImageUrl': 'https://2.bp.blogspot.com/-0-I--k4T8G0/VvpOvKBPoCI/AAAAAAAAA_A/oUHBrkHknEo1fV5IjqIFo8sAcdhuIJFeA/s6600/tangent%2BQuest.png', 'pageName': 'TANGENT EQUATION OF CURVE in Pure Mathematics 2 (AS Level)', 'pageTitle': 'MathsAnimation: TANGENT EQUATION OF CURVE in Pure Mathematics 2 (AS Level)'}}, {'name': 'features', 'data': {'cmt_anon_warn': 'false', 'lazy_images': 'false', 'poll_static': 'true', 'sharing_get_link_dialog': 'true', 'sharing_native': 'false'}}, {'name': 'messages', 'data': {'edit': 'Edit', 'linkCopiedToClipboard': 'Link copied to clipboard!', 'ok': 'Ok', 'postLink': 'Post Link'}}, {'name': 'template', 'data': {'name': 'custom', 'localizedName': 'Custom', 'isResponsive': true, 'isAlternateRendering': false, 'isCustom': true}}, {'name': 'view', 'data': {'classic': {'name': 'classic', 'url': '?view\x3dclassic'}, 'flipcard': {'name': 'flipcard', 'url': '?view\x3dflipcard'}, 'magazine': {'name': 'magazine', 'url': '?view\x3dmagazine'}, 'mosaic': {'name': 'mosaic', 'url': '?view\x3dmosaic'}, 'sidebar': {'name': 'sidebar', 'url': '?view\x3dsidebar'}, 'snapshot': {'name': 'snapshot', 'url': '?view\x3dsnapshot'}, 'timeslide': {'name': 'timeslide', 'url': '?view\x3dtimeslide'}, 'isMobile': false, 'title': 'TANGENT EQUATION OF CURVE in Pure Mathematics 2 (AS Level)', 'description': 'TANGENT EQUATION OF CURVE in Pure Mathematics 2 (AS Level)        Question:   [Taken from  Paper 2 Pure Mathematics 2 (P2)  Cambridge Intern...', 'featuredImage': 'https://2.bp.blogspot.com/-0-I--k4T8G0/VvpOvKBPoCI/AAAAAAAAA_A/oUHBrkHknEo1fV5IjqIFo8sAcdhuIJFeA/s6600/tangent%2BQuest.png', 'url': 'http://mathsanimation.blogspot.com/2016/03/tangent-equation-of-curve.html', 'type': 'item', 'isSingleItem': true, 'isMultipleItems': false, 'isError': false, 'isPage': false, 'isPost': true, 'isHomepage': false, 'isArchive': false, 'isLabelSearch': false, 'postId': 938024811840373841}}]);
_WidgetManager._RegisterWidget('_NavbarView', new _WidgetInfo('Navbar1', 'navbar', null, document.getElementById('Navbar1'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_HeaderView', new _WidgetInfo('Header1', 'header', null, document.getElementById('Header1'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_FeaturedPostView', new _WidgetInfo('FeaturedPost1', 'above-post-widget', null, document.getElementById('FeaturedPost1'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_PopularPostsView', new _WidgetInfo('PopularPosts1', 'above-post-widget', null, document.getElementById('PopularPosts1'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_BlogView', new _WidgetInfo('Blog1', 'main', null, document.getElementById('Blog1'), {'cmtInteractionsEnabled': false, 'useNgc': false}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_HTMLView', new _WidgetInfo('HTML996', 'iklan-atas', null, document.getElementById('HTML996'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_HTMLView', new _WidgetInfo('HTML997', 'iklan-tengah1', null, document.getElementById('HTML997'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_HTMLView', new _WidgetInfo('HTML998', 'iklan-tengah2', null, document.getElementById('HTML998'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_HTMLView', new _WidgetInfo('HTML999', 'iklan-bawah', null, document.getElementById('HTML999'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_LabelView', new _WidgetInfo('Label1', 'sidebar', null, document.getElementById('Label1'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_HTMLView', new _WidgetInfo('HTML1', 'sidebar', null, document.getElementById('HTML1'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_HTMLView', new _WidgetInfo('HTML17', 'sidebar', null, document.getElementById('HTML17'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_HTMLView', new _WidgetInfo('HTML4', 'sidebar', null, document.getElementById('HTML4'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_HTMLView', new _WidgetInfo('HTML3', 'sidebar', null, document.getElementById('HTML3'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_BlogArchiveView', new _WidgetInfo('BlogArchive1', 'sidebar', null, document.getElementById('BlogArchive1'), {'languageDirection': 'ltr', 'loadingMessage': 'Loading\x26hellip;'}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_AttributionView', new _WidgetInfo('Attribution1', 'sidebar', null, document.getElementById('Attribution1'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_FollowByEmailView', new _WidgetInfo('FollowByEmail1', 'sidebar', null, document.getElementById('FollowByEmail1'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_HTMLView', new _WidgetInfo('HTML2', 'sidebar', null, document.getElementById('HTML2'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_FollowersView', new _WidgetInfo('Followers1', 'sidebar', null, document.getElementById('Followers1'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_PopularPostsView', new _WidgetInfo('PopularPosts2', 'sidebar-sticky', null, document.getElementById('PopularPosts2'), {}, 'displayModeFull'));
</script>
</body>-->

TANGENT EQUATION OF CURVE in Pure Mathematics 2 (AS Level)

0 Komentar di Postingan "TANGENT EQUATION OF CURVE in Pure Mathematics 2 (AS Level)"

Post a Comment

Iklan Atas Artikel

Iklan Tengah Artikel 1

Iklan Tengah Artikel 2

Iklan Bawah Artikel