In your own words, explain two ways to determine if an equation is linear.
@Napervillian
Any polynomial which has a degree of 1would be considered linear. It is also 1 to 1 if it is linear. It has a derivative of a constant.
A function is linear if it has no max or min.
@fellowroot is correct, however in less mathy terms, an equation is linear if it can be drawn with a straight line. Also if there is no exponent on the dependent variable. so things that look like this: \[y=x^3+5\] are not linear. this is because when there is an exponent it causes things to start to look like this:|dw:1352338069944:dw| since that doesn't exactly hold to one straight line, it wouldn't be considered linear.
If it is of the form y=mx+b then its linear.
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