Across
- 5. : a type of discontinuity where the limit either equals to positive infinity or negative infinity
- 6. : student's last name
- 8. : a type of discontinuity where the function is not defined but the limit exists
- 9. : a parabola has one while an ellipse and hyperbola has two
- 10. : the derivative of the sum is equal to the sum of the derivatives
- 11. : the derivative of the quotient is equal to the quotient of the derivatives
- 14. : the limit where the graph approaches the point from the left
- 16. : the derivative of the product is equal to the product of the derivatives
- 20. : the eccentricity of this conic is = 1
- 22. : the function is ___ when there is no gaps or interruptions in its graph
- 23. : is used to find the slope of the tangent line to the graph of the function at a chosen input value.
- 24. : the line that is perpendicular to the tangent line
- 25. : the eccentricity of this conic is > 1
- 26. : the line that touches the curve at a certain point without crossing or intersecting it
Down
- 1. : teacher's last name
- 2. : the limit where the graph approaches the point from the right
- 3. : a function that is defined using different formulas or rules over specific intervals or pieces of the domain.
- 4. : the process of computing the derivative of a function π
- 7. : if this value is zero, it means that the figure is a circle. (Conics)
- 12. : the limit that refers to the value a function approaches as the input approaches a particular value from either the left or the right.
- 13. : the eccentricity of this conic is = 0
- 15. : is a closed curve that is symmetric with respect to two perpendicular axes.
- 17. : is the value that a function approaches as the argument approaches some value.
- 18. : the derivative of the composite function πβπ is the product of the derivatives of π and π.
- 19. : is a curve obtained from a coneβs surface intersecting a plane
- 21. : a type of discontinuity where both left and right limits exist but have different values
- 23. : is an imaginary straight line that is perpendicular to the axis and passes through the focus of a parabola.
