Can Mnemonics Help You Master Math Equations?

[coolname]

Hello,

I'm wondering if anyone has a mnemonics technique down for math equations? Using the Major method or PAO method doesn't really matter. I'm wondering if anyone came up with good spatial objects for sinx, cosx, tanx, etc. Thank you.

 

[QuarkCharmer]

For what exactly on the trig equations? A method of remembering how the functions look?

 

[coolname]

For what exactly on the trig equations? A method of remembering how the functions look?

For example the derivative of arctanx or integrals of trig functions: http://integral-table.com/

 

[PeteyCoco]

The derivative of the arcsin, arctan, and arccos are easy to remember if you draw out a right triangle with a hypotenuse of 1 and work it out from there. I still draw it on the margin whenever I need to use them.

 

[LudusRex]

I have not personally used mnemonics for math equations, but I can offer some suggestions based on my knowledge of cognitive processes. Mnemonics can be a helpful tool for remembering information, but they are not a substitute for understanding the underlying concepts and principles of math equations.

One approach could be to create a visual representation of the equations, such as drawing a diagram or using symbols to represent the different components. This can help to create a mental image that can be easier to recall than a string of numbers and symbols.

Another strategy could be to break down the equations into smaller, more manageable parts and create a story or sentence that incorporates those parts in a memorable way. For example, for the trigonometric functions sinx, cosx, and tanx, you could create a sentence like "Silly Cats Tanned Xylophones" or "Crazy Snakes Tangled X-rays" to represent the first letters of each function.

It's also important to practice and review the equations regularly to reinforce their memory. And don't be afraid to come up with your own unique mnemonics that make sense to you personally.

Overall, while mnemonics can be a useful tool, it's important to also focus on understanding the concepts behind the equations for long-term retention and application.