
Concise
... curve has a horizontal tangent, we set the derivative equal to zero. To find vertical tangents, we will look for discontinuities in the derivative (i.e. set the denominator equal to zero): ...
... curve has a horizontal tangent, we set the derivative equal to zero. To find vertical tangents, we will look for discontinuities in the derivative (i.e. set the denominator equal to zero): ...
Unit 7 – Polygons and Circles Diagonals of a Polygon
... The graphing calculator may be used in several ways to verify the function. We used the variable n in this activity, because we were dealing with discrete data. To use the calculator, we will need to use the variable x which is more often associated with continuous functions. Participants may use a ...
... The graphing calculator may be used in several ways to verify the function. We used the variable n in this activity, because we were dealing with discrete data. To use the calculator, we will need to use the variable x which is more often associated with continuous functions. Participants may use a ...
Euclid`s Elements: Introduction to “Proofs”
... to state. There are several places where this happens. It is also fun to see how clever he is at getting by without some of the rules we usually give ourselves to make the proofs easier. E.g. he makes his constructions not with ruler and compass, but with “straightedge” and compass. We are so used t ...
... to state. There are several places where this happens. It is also fun to see how clever he is at getting by without some of the rules we usually give ourselves to make the proofs easier. E.g. he makes his constructions not with ruler and compass, but with “straightedge” and compass. We are so used t ...