Nested Scheme Horner’s Method Evaluating Polynomials
>> YOUR LINK HERE: ___ http://youtube.com/watch?v=Z393AcN_Gz0
We learn how to evaluate polynomials using the nested scheme, known as Horner's method, or algorithm. We can calculate the value of polynomial function at any value of x using this method, which is much faster than calculating the traditional way. This method will also help us divide any polynomial by a linear function and will prove to be particularly useful when root factoring polynomials.","styleRuns":[{"startIndex":0,"length":394,"styleRunExtensions":{"styleRunColorMapExtension":{"colorMap":[{"key":"USER_INTERFACE_THEME_DARK","value":4294967295},{"key":"USER_INTERFACE_THEME_LIGHT","value":4279440147}]}},"fontFamilyName":"Roboto"}]},"headerRuns":[{"startIndex":0,"length":394,"headerMapping":"ATTRIBUTED_STRING_HEADER_MAPPING_UNSPECIFIED"}]}},{"itemSectionRenderer":{"contents":[{"continuationItemRenderer":{"trigger":"CONTINUATION_TRIGGER_ON_ITEM_SHOWN","continuationEndpoint":{"clickTrackingParams":"CMgBELsvGAIiEwiZztrEz9-LAxV1i4wIHVaHFBE=","commandMetadata":{"webCommandMetadata":{"sendPost":true,"apiUrl":"/youtubei/v1/next"}},"continuationCommand":{"token":"Eg0SC1ozOTNBY05fR3owGAYyJSIRIgtaMzkzQWNOX0d6MDAAeAJCEGNvbW1lbnRzLXNlY3Rpb24%3D","request":"CONTINUATION_REQUEST_TYPE_WATCH_NEXT"}}}}],"trackingParams":"CMgBELsvGAIiEwiZztrEz9-LAxV1i4wIHVaHFBE=","sectionIdentifier":"comment-item-section","targetId":"comments-section"}}],"trackingParams":"CMcBELovIhMImc7axM_fiwMVdYuMCB1WhxQR"}},"secondaryResults":{"secondaryResults":{"results":[{"compactVideoRenderer":{"videoId":"3nq1rfA33-M","thumbnail":{"thumbnails":[{"url":"https://i.ytimg.com/vi/3nq1rfA33-M/hqdefault.jpg?sqp=-oaymwEbCKgBEF5IVfKriqkDDggBFQAAiEIYAXABwAEG 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