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Updated educator-tib-get-started.md, fixed math image formatting

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Benjamin Howorth
2018-05-11 22:07:32 +00:00
parent 15aa0f67fd
commit f8bc2c6b4f
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education/trial-in-a-box/educator-tib-get-started.md
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@ -280,6 +280,7 @@ To solve x^2-3x+2=0:
2. From the drop-down menu in the Math pane, select the option to **Solve for x**. You can now see the final solution of the equation. 2. From the drop-down menu in the Math pane, select the option to **Solve for x**. You can now see the final solution of the equation.
3. From the second drop down below, choose **Steps Using the Quadratic Formula**, which shows you the step-by-step solution of this equation. 3. From the second drop down below, choose **Steps Using the Quadratic Formula**, which shows you the step-by-step solution of this equation.
![Select the Math button and use the dropdown menus](images/Math1.png) ![Select the Math button and use the dropdown menus](images/Math1.png)
4. Finally, **drag and drop** the steps to your page. 4. Finally, **drag and drop** the steps to your page.
@ -291,6 +292,7 @@ To graph y=sin(x):
2. From the drop-down menu in the Math pane, select the option to **Graph in 2D**. 2. From the drop-down menu in the Math pane, select the option to **Graph in 2D**.
>You can play with the interactive graph of your equation - use a **single finger** to move the graph position or **two fingers** to change the zoom level, or use a mouse to **click and drag** to move the position or use the **magnification** buttons to change the zoom level. >You can play with the interactive graph of your equation - use a **single finger** to move the graph position or **two fingers** to change the zoom level, or use a mouse to **click and drag** to move the position or use the **magnification** buttons to change the zoom level.
> ![Select the Math button and use the dropdown menu](images/Math2.png) > ![Select the Math button and use the dropdown menu](images/Math2.png)
3. Expand **Key Graph Features** to understand the properties of your function, such as minima, maxima, zeros, etc. 3. Expand **Key Graph Features** to understand the properties of your function, such as minima, maxima, zeros, etc.