Example Image with Text
Use this Image with Text block to balance out your text content with a complementary visual to strengthen messaging and help your students connect with your product, course, or coaching. You can introduce yourself with a profile picture and author bio, showcase a student testimonial with their smiling face, or highlight an experience with a screenshot.
Example Text
Use this Text block to tell your course or coaching’s story.
Write anything from one-liners to detailed paragraphs that tell your visitors more about what you’re selling.Â
This block - along with other blocks that contain text content - supports various text formatting such as header sizes, font styles, alignment, ordered and unordered lists, hyperlinks and colors.
Example Title
Use this block to showcase testimonials, features, categories, or more. Each column has its own individual text field. You can also leave the text blank to have it display nothing and just showcase an image.
Example Title
Use this block to showcase testimonials, features, categories, or more. Each column has its own individual text field. You can also leave the text blank to have it display nothing and just showcase an image.
Example Title
Use this block to showcase testimonials, features, categories, or more. Each column has its own individual text field. You can also leave the text blank to have it display nothing and just showcase an image.
Example Curriculum
- Worked Example 1 (1:26)
- Transformations Recap (7:01)
- Worked Example 1 (Cont.) (8:52)
- Reciprocal Functions (18:37)
- Worked Example 2 (12:23)
- Worked Example 3 (5:17)
- Worked Example 4 (17:25)
- Modulus Functions (10:16)
- Worked Example 5 (4:39)
- Worked Example 6 (2:55)
- Differential Transformations (6:31)
- Worked Example 7 (9:57)
- Recap of O level Differentiation (40:12)
- Implicit Differentiation and Derivative of a^x (28:09)
- Logarithmic, Inverse Trig (Part 1) (19:23)
- Inverse Trig (Part II), Parametric Diff (14:08)
- Evaluating Derivatives (GC), Higher Order Derivatives (Part I) (11:20)
- Higher Order Derivatives (Part II), Limits (12:50)
- Graphs of f'(x) (19:20)