Give an example of a trinomial written in descending order. State the degree of your polynomial.
The prefix "tri-" means "three", so a "three" part polynomial is has 3 distinct terms added or subtracted from each other. a + b + c ax\(^2\) + bx + c 100000 + \(\triangle\) + \(\huge\frac{\xi^2}{5}\) These are all kosher. :-) The degree is the sum of the highest exponent term. \(\huge a^4b^6c^{10}\rightarrow \)4+6+10 degree, which is 20. Now you type in one :-)
But I don't understand how I would create one of my own and find it.
Erm... Not sure how else to say it... 3 terms, 3 things added/subtracted together. The exponent of the highest term (square, cubed, whatever) combined is your degree, which I showed above how to find it.
OH. Oh m goodness, thank you!
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