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Question-4

... IT’S LOGICAL AND RELIABLE THERE’S SO MUCH TO LEARN AND EXPLORE! IT’S FUN – ESPECIALLY WHEN APPPLIED TO MUSIC OR VIDEO GAMES --> Step 4/9 Next ...
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Question-5

... up the designs for buildings and homes, then search the planet for materials. Step 5/9 Next function RemoveActiveClass(e){[].forEach.call(e,function(e){e.classList.remove("active")})}function RemoveLastParameterAnswer(e){let r=e.split("?")...
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Question-5

...ox!I either teach all of these or something totally different Step 5/5 function RemoveActiveClass(e){ [].forEach.call(e, function (e){ e.classList.remove("active");});} function RemoveLastDirectoryPartOf(e){ var t=e.sp...
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Question-3

...main{min-height:1800px}.question-cards.image-title.question{height:60px;padding:10px}a#next-link{bottom:45px}}@media (min-width:481px) and (max-width:769px){.main{min-height:2550px}.question-cards.image-title.question{height:60px;padding:10px}.column.main-text{max-width:450px;margin:0 auto}a#next...
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Question-6

... Step 6/9 Next function RemoveActiveClass(e){[].forEach.call(e,function(e){e.classList.remove("active")})}function RemoveLastParameterAnswer(e){let r=e.split("?")...
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Question-2

... Step 2/5 function removeActiveClass(e){ [].forEach.call(e, function (e){ e.classList.remove("active");});} const next_btn=document.querySelectorAll("div.cta...
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Question-2

... BOLD --> Step 2/9 Next function RemoveActiveClass(e){[].forEach.call(e,function(e){e.classList.remove("active")})}function RemoveLastParameterAnswer(e){let r=e.split("?")...
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Question-7

...{padding:20px}.contentgroup .image-title-text{font-size:14px}.main{min-height:1200px}a#next-link{bottom:45px}}@media (min-width:481px) and (max-width:769px){h3{font-size:22px;padding-left:10px}a#next-link{bottom:45px}} function RemoveActiveClass(e){[].forEach.call(e,function(e){e.cla...
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Question-8

... FRIDAY! --> Step 8/9 Next function RemoveActiveClass(e){[].forEach.call(e,function(e){e.classList.remove("active")})}function RemoveLastParameterAnswer(e){let r=e.split("?")...
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Question-4

... Step 4/5 function removeActiveClass(e){ [].forEach.call(e, function (e){ e.classList.remove("active");});} const next_btn=document.querySelectorAll("div.cta...
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Question-8

....contentgroup .image-title-text{ font-size: 14px;} .main{ min-height: 1200px;} a#next-link{ bottom: 55px;}} @media (min-width: 481px) and (max-width: 769px){ h3{ font-size: 22px; padding-left: 10px;} a#next-link{ bottom: 45px;}} function RemoveActiveClass(e){[].forEach.call(e,functi...
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Question-9

...our homework. Draw a work of art with graphs. Step 9/9 Next function RemoveActiveClass(e){ [].forEach.call(e, function (e){ e.classList.remove("active");});} function RemoveLastDirectoryPartOf(e){ var r=e.sp...
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Transformation Graphing App for TI-84 Plus C Silver Edition

Transformation Graphing version 4.02 includes a fix for a slight re-drawing error when transforming functions with asymptotes.
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Accelerated Student Learning Program | Texas Instruments

...d the number of educators supported. Purchase information TI offers grant writing assistance for schools and districts to help secure funding for new programs. Funding support In eu est sapien. Aliquam id justo id ipsum ultricies. T³™, Teachers Teaching with Technolo...
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TI-84 Plus Module 13: Extreme Values Self-Test | TI

Check students’ knowledge of Extreme Values of Functions in this TI-84 Plus graphing calculator calculus lesson. Have them self-test, and see how well they do. Critical Points,Extreme Values of Functions TI-84 Plus Module 13: Extreme Values Self-Test | TI global website ...
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TI-84 Plus Lesson – Module 13.1: Critical Points | TI

...ocal extreme values, and identify extreme values from the set of critical points and endpoints. Optimization problems are one of the most important applications of differential calculus because we often want to know when the output of a function is at its maximum or minimum. In such problems t...
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Module 13 - Extreme Values of Functions

... The graph below, shown in a [-4, 2, 1] x [-2, 20, 2] window, supports the conclusions.   Lesson 2  Answer 1 13.2.1 The local maximum is approximately y = -0.036 when x -1.126. The local minimum is approximately y = -2.639 when x 0.559.   Lesson 3  Answer 1 13.3.1 The first ...
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TI-84 Plus Lesson – Module 13.4: TI-84 Min/Max Feature | TI

...;} .coltext{width:300px;padding: 1px 0px 0px 50px;} .techtext{padding: 14px 4px 4px 4px;} The TI-84 has features in the CALCULATE menu that approximate maximums and minimums. In this lesson you will use these features and compare results with local extrema found in previous lessons. Alt...
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TI-84 Plus Lesson – Module 13.2: The First Derivative Test | TI

...ero of f ' that is about 0.5, so the first derivative test says that the function f has a local minimum at this value of x. The zeros of f ' may be approximated using the CALCULATE menu's Zero feature.       The zero that is a little less than -1 is approximately -1.126 and the other zero ...
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TI-84 Plus Lesson – Module 13: Extreme Values of Functions | TI

...ns A calculator-generated graph is often useful in locating extreme values of a function. There are built-in calculator features that approximate maximum and minimum values of a function. However, calculus tools, such as the first and second derivatives, should be used to confirm ...
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TI-84 Plus Lesson – Module 13.3: The Second Derivative Test | TI

...trema of f(x) = x3 - 2x - 2cos x In Lesson 13.2 we found the local extrema of f(x) = x3 - 2x - 2cos x using the first derivative test. Now we will apply the second derivative test to the problem. Set Y1=X^3 - 2X - 2 cos(X) and Y2= 6X + 2 cos(X), which is the second derivative of Y1....
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TI-89 Lesson – Module 16: Fundamental Theorem of Calculus | TI

...damental Theorem of Calculus. Although you will discover this theorem in the context of finding areas under a curve, it is used in a wide variety of applications extending far beyond finding areas. Lesson index 16.1: Area Functions, A Symbolic Approach 16.2: Area Functions, A Visual Approa...
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TI-89 Lesson – Module 16.3: Fundamental Theorem of Calculus | TI

... discovered the Fundamental Theorem in the context of finding areas under a curve but a more general version of this theorem can be proved without an appeal to area. The following is a restatement of the Fundamental Theorem. If f is continuous on [a, b], then the function has a derivative...
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Listing

... position: relative; padding: 15px 30px; width: 55%; margin: 0 auto; } @media (min-width: 481px) and (max-width: 767px) { .solo-hero .title { color: #c00; } body > div.main > div > div.solo-hero.columns.fullimage.copy-halign-left.copy-val...
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Top 10 Books for Every Teacher’s Summer Reading List

... We polled some of our favorite educators for the books they turn to for inspiration. Below are our top 10 books, with high SPF (summer professional fun) levels, to dive into this summer. Take a cue from summer assignments to students and create your own summer reading list for professio...
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