<body><script type="text/javascript"> function setAttributeOnload(object, attribute, val) { if(window.addEventListener) { window.addEventListener('load', function(){ object[attribute] = val; }, false); } else { window.attachEvent('onload', function(){ object[attribute] = val; }); } } </script> <div id="navbar-iframe-container"></div> <script type="text/javascript" src="https://apis.google.com/js/plusone.js"></script> <script type="text/javascript"> gapi.load("gapi.iframes:gapi.iframes.style.bubble", function() { if (gapi.iframes && gapi.iframes.getContext) { gapi.iframes.getContext().openChild({ url: 'https://www.blogger.com/navbar.g?targetBlogID\x3d14085554\x26blogName\x3dAP+Calculus+AB\x26publishMode\x3dPUBLISH_MODE_BLOGSPOT\x26navbarType\x3dBLUE\x26layoutType\x3dCLASSIC\x26searchRoot\x3dhttp://apcalc.blogspot.com/search\x26blogLocale\x3den_US\x26v\x3d2\x26homepageUrl\x3dhttp://apcalc.blogspot.com/\x26vt\x3d-7891817501038621673', where: document.getElementById("navbar-iframe-container"), id: "navbar-iframe" }); } }); </script>

AP Calculus AB

An interactive log for students and parents in my AP Calculus class. This ongoing dialogue is as rich as YOU make it. Visit often and post your comments freely.

Tuesday, September 20, 2005


In today's class, Mr. K put us in a group again to do the Inverse Functions Lab. We use parametric mode to graph inverse of the function. Letting X1=T and Y1=f(T). And the inverse of this function can be graphed by letting X2=f(T), and Y2=T. And Finally, control the accuracy of our graph, and values found by tracing along the curve, by changing the size of the step found in the WINDOW menu. a small step will increase the accuracy and the time nessary to draw the graph.

Also we looked over the logarithm function. We know the inverse of the exponential function y=b^x is the logarithm function to the base b. To do the inverse of the function is, we change the input "exponent" to output "exponent" of f(-1)x. and change the output "power" to the input "power" of f(-1)x. We interchange the input (domain) and range of f^-1(x). We didn't finished it today about logarithm function, and I think Mr.K will continues tomorrow and I guess that's all for today's scribe.

Sorry, I am not a good scribe. ;^^*
And Nest Scribe is Ara ;))

Français/French Deutsch/German Italiano/Italian Português/Portuguese Español/Spanish 日本語/Japanese 한국어/Korean 中文(简体)/Chinese Simplified Nederlands/Dutch


Post a Comment

Links to this post:

Create a Link

<< Home