A SPOOKY STORY Individual Halloween Project (Calculus) Due date: Monday, October 27, 2014 Point value: TWO QUIZ / DAILY GRADES

Directions: Write (then type up) an original composition with a Halloween/Spooky theme containing at least 25 of the following mathematical terms (or variations of them). The first occurrence of each of these words should be underlined. You may use other words that we have encountered in class so far this year too. The length of the composition must not exceed one double-spaced typewritten page (10-12 point font). Be sure to give your story a title. Put your name and period in the top right corner of your paper. Center your title below that.

Have a spooky, fun, mathematical time!! I will read the most creative/terrifying ones in class.

Absolute Convergence Curve Sketching Hole Logistic Growth Rectangular Form Absolute Maximum Cusp Hole Matrix Reflection Absolute Minimum Decreasing Function Horizontal Compression Maximize Related Rates Absolute Value Definite Integral Horizontal Dilation Maximum Relative Maximum Absolutely Convergent Degree Horizontal Line Test Mean Value Theorem Relative Minimum Acceleration Derivative Horizontal Reflection Midpoint Removable Discontinuity Acute Difference Quotient Horizontal Shift Minimize Riemann Sum Algebra Differentiable Horizontal Shrink Minimum Rolle's Theorem Alternating Series Differentiable Function Horizontal Stretch MVT Root Test Angle Differential Horizontal Translation Neighborhood Sandwich Theorem Antiderivative Differential Equation Hyperbola Normal Line Secant Line Approximation Differentiation Implicit Differentiation nth Degree Taylor Second Derivative Arc Length Dilation Improper Integral Polynomial Separable Differential Equation Area Discontinuity Increasing Function nth Derivative Sequence Asymptote Discontinuity Increasing Function Obtuse Series Average Rate of Change Disk Method Indefinite Integral Odd Function Set-Builder Notation Average Value Distance Indeterminate Form One-Sided Limit Shell Method Binomial Divergent Inequality One-to-One Function Sigma Notation BLOB Diverges Infinite Open Interval Sine Bounded Function Domain Infinite Limit p-series Slope Calculus Ellipse Infinite Series Parabola Solid of Revolution Cartesian Plane End Behavior Infinitesimal Parallel Speed Center of Rotation End Behavior Infinity Parametric Squeeze Theorem Chain Rule Estimate Inflection Point Parent Functions Stretch Closed Interval Estimation Initial Value Problem Partial Fractions Symmetric Comparison Test Even Function Integral Partial Sum Symmetry Complex Number EVT Integrand Perpendicular Tangent Line Composite Expansion Integration Pi Taylor Polynomial Compress Explicit Integration by Parts Piecewise Function Taylor Series Compression Exponent Intercept Polar Theorem Concave Down Exponential Decay Intermediate Value Theorem Polar Transformation Concave Up Exponential Growth Imaginary Part Power Transformations Concavity Extreme Value Interval Power Rule Trapezoid Rule Conditional Extrema Interval Notation Power Series Trig Substitution Cone Extremum Interval of Convergence Product Rule u-Substitution Conic Factor Inverse Function Projectile Motion Vector Continuity Factorial IVT Quotient Rule Velocity Convergence First Derivative Jump Discontinuity Radical Vertical Compression Conjugate Fluxions Jump Discontinuity Radian Vertical Dilation Constant Formula L'Hôpital's Rule Radius Vertical Line Test Continuous Function Geometry Limit Radius of Convergence Vertical Reflection Converges Global Maximum Limit Comparison Test Range Vertical Shift Cosecant Global Minimum Local Behavior Rate of Change Vertical Stretch Cosine Half-Closed Interval Local Behavior RAT CON Vertical Translation Cotangent Half-Open Interval Local Maximum Ratio Test Volume Critical Point Harmonic Series Local Minimum Rational Washer Method Cross Sections Higher Derivative Logarithm Ray Curve HodHi LOG DIFF Real Part