| Hint (not exact definition) | Answer |
|---|
| if the derivative of a function is increasing or decreasing on an interval, the graph will have this property on that interval | |
| two vectors are said to be this if their dot product is zero | |
| another name for a number which satisfies the conditions for being the least upper bound of a set | |
| used for finding the derivative of compositions of functions | |
| a square matrix is invertible if and only if its ________ is not zero | |
| a set and an operation which can is used to combine two elements of the set to produce a third element | |
| for two sets A and B, the set of all elements x such that x is in A and x is in B | |
| the name for a point of a function where the derivative is 0 or is not defined | |
| property of a metric space where every Cauchy sequence in the space converges to a point in the space | |
| a more formal term for a one to one function | |
| an n x n matrix A is said to have this property if there exists an n x n matrix C such that AC = I and CA = I, where I is the n x n identity matrix. | |
| an operation that finds the remainder after division between two numbers | |
| a special limit often calculated to find the equation of the slope of a tangent line | |
| two vectors are said to be this if they are scalar multiples of each other | |
| usually used to prove statements about natural numbers, consists of a basis step and an inductive step | |
Planets from the Sun
Multiplication Table
Minute Math (Addition)
