What are the key features of Ziteboard Whiteboard? Anybody can use it without guideline, since it just emulates a whiteboard with pens and sticky notes. What’s the difference other similar collaboration tools? It is simple and intuitive. You can use it as if traditional whiteboard or flip chart on the wall. We have another board for our educational overview. We have a mutual whiteboard for our project plan, design tasks. I just share whiteboard, give everyone the access link, and we’re working together instantly. I’m on the tablet with someone on a vide conference and we want to take plan together. It is optimized for instant, stable access and user experience. Use trapezoids and rectangles to approximate the area under the curve.Why Ziteboard is ideal for math tutoring? Ziteboard is a simple online tool for sketching and drawing together in teamwork. Learn how to find a derivative graphically.ĭrag the slider on each of the pages in this sketch to explore what transformation Use this sketch to explore the relationship between a curve and its tangent line. Or minimum is always at one of the vertices of the polygon created by a problems constraints. Use this sketch to experiment with Linear Programming. Your sketch to find patterns between a function and its first and second derivatives. Use sketchpad to construct the second derivative of a function graphically. Sketch to find patterns between a function and its derivative. Use sketchpad to construct the derivative of a function graphically. For each page, find the point where the object is optimized. Rate changes as the door opens and closes.Įxplore the definition of a limit by manipulation sliders for epsilon and delta.Įxplore Optimization by dragging dynamic points and seeing the sketch objects change Using this sketch, explore a function that models opening a door and how that function's Which relationships are functions and which are not? Use geometric figures to explore the relationships between various aspects of thatįigure. Use this sketch to construct and exponential function and explore it’s properties.Įxperiment with changing a and b to explore the shape and properties of an exponential Use this sketch to examine how an integral is related to the area under a curve.ĭrag the pentagon on each dynagraph to explore the domain and range of different functions. The left-hand and right hand limits to verify this. ThenĮxplore how the Accumulating Area under the curve is related to the function and itsĮxplore whether a function is continuous or not by dragging and tracing points. ( Note: on page 1, when you change the function, you will need to remerge points A andĮxplore different types of rectangles and how they estimate area under curves. Given two points or make your own points. Use the tools, Average Rate, Slope, or Plot Slope tools, just click on either the You can double-click the function on each page to explore different functionĮxplore the relationship between average rates and slopes on various functions. On each page, drag the slider for n to change the number of rectangles used to estimate Then use animation to explore how they area function is related to the original function. Then use your sketch to discover the relationship between the function and its derivativeĪnd then write a formula for the derivative.Ĭonstruct the dynamic area function using rectangles. Use sketchpad to construct the derivative of an exponential function graphically. Make math more meaningful and memorable using Sketchpad. Way to learn mathematics that increases their engagement, understanding, and achievement. Sketchpad® gives students at all levels-from third grade through college-a tangible, visual The Geometer’s Sketchpad® is the world’s leading software for teaching mathematics. Incorporating an engaging visual component, it allows learners to explore, test conjectures, Dynamic geometry software (DGS) is a powerful tool for improving student learning.
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