Graphing Alice Homework 2 example essay topic

Text: ] Note to students Solve it! Days 1 to 5: Solving equations and understanding situations A year 2 sampler Homework 1: Math, me, and the future Memories of yesteryear Homework 2: Building a foundation Homework 3: You " re the storyteller Is it a digit? POW 1: A digital proof The standard POW write up Homework 4: Running on the Overland Trail Lamppost shadows Homework 5: 1 2 3 4 puzzle with negatives Days 6 to 12: Keeping things balanced Homework 6: The mystery bags game Homework 7: You " re the jester Substitution and evaluation Homework 8: Letters, numbers, and a story Catching up Homework 9: More letters, numbers, and mystery bags Back to the lake Homework 10: What will it answer? POW 2: Tying the knots Homework 11: Line it up The graph solves the problem Homework 12: Who's right?

Days 13 to 21: What's the same? A lot of changing sides Homework 13: Why are they equivalent? Homework 14: One each way Distributing the area Homework 15: The distributive property and mystery lots Homework 16: Views of the distributive property Prime time POW 3: Divisor counting Homework 17: Exactly three or four Taking some out, part 1 Homework 18: Subtracting some sums Taking some our, part 2 Homework 19: Randy, Sandy, and Dandy return Homework 20: Equation time Scrambling equations Homework 21: More scrambled equations and mystery bags Days 22 to 26: The linear world Old friends and new friends Homework 22: New friends visit your home Homework 23: From one variable to two Get it straight Homework 24: A distributive summary Homework 25: All by itself Homework 26: More variable solutions Days 27 to 31: Beyond linearity Where's Speedy? Homework 27: A mixed bag To the rescue Homework 28: Swinging pendulum Mystery graph Homework 29: Functioning in the math world The graphing calculator solver Homework 30: a solving sampler Solve it portfolio Appendix: Supplemental problems What to expect? Carlos and Betty Ten missing digits Same expectations Preserve the distributive property The locker problem Who's got an equivalent? Make it simple Linear in a variable The shadow equation revisited A function, Not!

Is there really a difference? Days 1 to 3: Data, data, data Homework 1: Samples and populations POW 4: A timely phone tree Try this case Homework 2: Who gets A's and measles? Homework 3: Quality of investigation Days 4 to 9: Coins and dice Two different differences Homework 4: Changing the difference Homework 5: Questions without answers Loaded dice Homework 6: Fair dice Loaded or not? Homework 7: The dunking principle POW 5: Punch the clock How different is really different?

Homework 8: Whose is the unfairest die? Homework 9: Coin flip graph Days 10 to 18: A tool for measuring differences Normal distribution and standard deviation facts Bacterial growth Homework 10: Decisions with deviation Homework 11: The spoon of the coin? Measuring weirdness Homework 12: Drug dragnet, fair or foul? How does chi square work? Homework 13: The same chi square Measuring weirdness with chi square Homework 14: Chi square for dice Does age matter?

Homework 15: Different flips Graphing the difference Homework 16: Assigning probabilities Random but fair A x squared probability chart Homework 17: A collection of coins POW 6: Is there really a difference? Homework 18: Late in the day Days 19 to 23: Comparing populations What would you expect? Homework 19: Who's absent? Big and strong Homework 20: Delivering results Paper or plastic?

Homework 21: Is it really worth it? Two different differences revisited Homework 22: Reaction time Bad research Homework 23: On tour with chi square Days 26 to 26: POW studies Homework 24: Wrapping it up Homework 25: Beginning portfolio selection Homework 26: Is there really a difference? portfolio Appendix: Supplemental problems Incomplete reports Two calls each Smokers and emphysema Explaining chi squared behavior Completing the table TV time Bigger tables Degrees of freedom A 2 is a 2 is a 2, or is it? Do bees build it best? Day 1: Bees and containers Building the biggest Homework 1: What to put it in? POW 7: The secret lives of bees Days 2 to 10: Area, geo boards, and trigonometry Nailing down area Homework 2: Approximating area Homework 3: How many can you find?

That's all there is! Homework 4: An area shortcut? Homework 5: Halving your way Homework 6: The ins and outs of area Parallelograms and trapezoids Going into the gallery Homework 7: Forming formulas Homework 8: A right triangle painting POW 8: Just count the pages A trigonometric summary A homemade trig table Homework 9: More gallery measurements Homework 10: Shadows and sailboats Days 11 to 16: A special property of right triangles Tri-square rug games Homework 11: How big is it? Any two sides work Homework 12: Impossible rugs Homework 13: Make the lines count Proof by rugs Homework 14: The power of Pythagoras POW 9: Tessellation pictures Some IMPish tessellations Homework 15: Leslie's fertile flowers Flowers from different sides Homework 16: Don't fence me in Days 17 to 20: The corral problem Rectangles are boring!

Homework 17: More fencing, bigger corrals More opinions about corrals Homework 18: Simply square roots Building the best fence Homework 19: Falling bridges Homework 20: Leslie's floral angles Days 21 to 27: From two dimensions to three Homework 21: Flat cubes POW 10: Possible patches Flat boxes Homework 22: Not a sound A voluminous task Homework 23: Put your fist into it The ins and outs of boxes Homework 24: A sculpture garden The world of prisms Shedding light on prisms Homework 25: Pythagoras and the box Homework 26: Back on the farm Which holds more? Homework 27: Cereal box size Days 28 to 29: Back to the bees A tessellating we go Homework 28: A portfolio of formulas Homework 29: do bees build it best? portfolio Appendix: Supplemental problems Measurement medley Length Area Volume How many of each? All units are not equal Geo board squares More ways to halve Isosceles Pythagoras More about Pythagorean rugs Pythagorean proof Hero and his formula What's the answer worth? Toasts of the round table All about Escher Tessellation variations The design of culture Finding the best box Another best box From polygons to prisms What else tessellates?

Cookies Days 1 to 3: Cookies and inequalities How many of each kind? Homework 1: A simpler cookie Homework 2: investigating inequalities My simplest inequality Homework 3: Simplifying cookies Days 4 to 7: Picturing cookies Picturing cookies, part 1 Homework 4: Inequality stories Homework 5: Healthy animals POW 11: A hat of a different color Picturing cookies, part 2 Homework 6: What's my inequality? Feasible diets Homework 7: Picturing pictures Days 8 to 14: Using the feasible region Profitable pictures Homework 8: Curtis and Hassan make choices Homework 9: Finding linear graphs Hassan's a hit! Homework 10: You are what you eat POW 12: Kick it! Homework 11: Changing what you eat Homework 12: Rock n rap A rock n rap variation Homework 13: Getting on good terms Homework 14: Going out for lunch Days 15 to 18: Points of intersection Get the point Homework 15: Only one variable Homework 16: Set it up Homework 17: A reflection on money POW 13: Shuttling around Homework 18: More linear systems Days 13 to 21: Cookies and the university How many of each kind? revisited Homework 19: A charity rock Homework 20: Back on the trail Big State U Homework 21: Inventing problems Days 22 to 27: Creating problems Homework 22: Ideas for linear programming problems Producing programming problems Homework 23: Beginning portfolio selection Homework 24: Just for curiosity's sake Homework 25: Producing programming problems write up Homework 26: Continued portfolio selection Homework 27: Cookies portfolio Appendix: Supplemental problems Find my region Algebra pictures Who am I? More cereal variations Rap is hot!

How low can you get? Kick it harder! Shuttling variations And then there were three An age old algebra problem All about Alice Days 1 to 2: Who's Alice? Alice in wonderland POW 14: More from Lewis Carroll Homework 1: Graphing Alice Homework 2: A wonderland lost Days 3 to 8: Extending exponentiation Here goes nothing Homework 3: A new kind of cake Piece after piece Homework 4: When is nothing something? Many meals for Alice Homework 5: In search of the law Having your cake and drinking too Homework 6: Rallods in Red now Land Homework 7: Continuing the pattern Homework 8: Negative reflections Days 9 to 12: Curiouser and curiouser! A half ounce of cake Homework 9: It's in the graph POW 15: A logical collection Homework 10: Stranger pieces of cake Homework 11: Confusion reigns All roads lead to Rome Homework 12: Measuring meals for Alice Days 13 to 18: Turning exponents around Homework 13: Sending Alice to the moon Homework 14: Alice on a log Taking logs to axes Homework 15: Base 10 Alice Homework 16: Warming up to scientific notation Big numbers Homework 17: An exponential portfolio All about Alice portfolio Appendix: Supplemental problems Inflation, depreciation, and Alice More about rallods Exponential graphing Basic exponential questions Alice's weights and measure A little shakes a lot Who's buried in Grant's Tomb?

Very big and very small.