< MATLABdo: The Way of MATLAB < Previous Using debugger to walk through... >Next > Setting reverse and log properties for an axis Posted by Doug Hull, August 27, 2010 4 views (last 30 days) | 0 Likes | 0 comment This MATLAB video tutorial shows you how to reverse the direction of an aixs or to change an axis to log scale. Video Player is loading.Play VideoPlaySkip BackwardSkip ForwardMuteCurrent Time 0:00/Duration 2:40Loaded: 6.24%0:00Stream Type LIVESeek to live, currently behind liveLIVERemaining Time -2:40 1xPlayback Rate2x1.5x1.25x1x, selected0.75x0.5x0.25xChaptersChaptersDescriptionsdescriptions off, selectedCaptionscaptions settings, opens captions settings dialogcaptions off, selectedAudio Tracken (Main), selectedQuality LevelsPicture-in-PictureFullscreenThis is a modal window.Beginning of dialog window. Escape will cancel and close the window.TextColorWhiteBlackRedGreenBlueYellowMagentaCyanOpacityOpaqueSemi-TransparentText BackgroundColorBlackWhiteRedGreenBlueYellowMagentaCyanOpacityOpaqueSemi-TransparentTransparentCaption Area BackgroundColorBlackWhiteRedGreenBlueYellowMagentaCyanOpacityTransparentSemi-TransparentOpaqueFont Size50%75%100%125%150%175%200%300%400%Text Edge StyleNoneRaisedDepressedUniformDrop shadowFont FamilyProportional Sans-SerifMonospace Sans-SerifProportional SerifMonospace SerifCasualScriptSmall CapsResetDoneClose Modal DialogEnd of dialog window.Close Modal DialogThis is a modal window. This modal can be closed by pressing the Escape key or activating the close button. | Follow You are now following this blog post You will see updates in your activity feed. You may receive emails, depending on your notification preferences. Category: Format: Video, Level: Basic < MATLABdo: The Way of MATLAB < Previous Using debugger to walk through... >Next > See Also Rotate XTickLabels Blogs Exploring uitable properties Blogs Linked zoom and constrained zoom in MATLAB Blogs oaxes - central axis lines through an origin Log Probability Density Function (PDF) 3D Polar Plot Comments To leave a comment, please click here to sign in to your MathWorks Account or create a new one. Loading...
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