Calc Candies “Buckeye Candies” No Graphing Calculators ! Give the answers to your family and they can check your work before cooking !
1. x coordinate where there is a horizontal tangent line on the interval [0, ∞) for f(x) = 2/3 x3 – ½ x2 – 3x +1
= _____
cups Creamy peanut butter
2. x coordinate where there is a minimum for the function f(x) = (x-1)2/3 + 1
= _____
cup (s) Light salted butter
3. where’s the minimum of f(x) = (x-1)2/3 + 1
= _____
tsp(s) Vanilla
4. In radians, what is the x coordinate of the minimum for the function f(x) = ½ x – cos (x + 2) from [6, 9]
= _____
cup(s) Confectioners’ sugar
5. Largest x coordinate where a point of inflection is located for the function f(x) = x(x – 4)3
= _____
cup(s) chocolate
6. x coordinate where concavity changes for the 2 function f(x) = x 1
= _____
2x 1
(room temp.)
Semisweet pieces
block(s) Paraffin wax (very top shelf of baking aisles)
Line a baking sheet with wax paper. In a large sized bowl mix sugar, peanut butter, butter, and vanilla with hands to form smooth dough. Mixture will be VERY stiff. Shape dough into 1 inch balls. Place on waxpaper & put in refrigerator. Makes 5 dozen In the top of a double boiler, over simmering (not boiling) water mixing melted chocolate & shaved wax together (don’t have to use all the wax if you don’t want to but it helps the chocolate stick to dough). When smooth, remove balls from refrigerator and with a plastic fork with three prongs broken off (tooth pick works as well), dip each ball into the melted chocolate, while still in double boiler, so that ¾ of ball is coated. Return to wax paper, chocolate side down, and remove toothpick. If you want, smear the top of ball to hide fork or toothpick hole. Repeat process. Refrigerate for 30 minutes or longer, until chocolate is firm, not sticky. To store, remove from waxpaper & place in plastic containers with waxpaper between layers to keep separate. Name of critic ____________________________________________________________ Comments:
Critics, here is the correct list of ingredients. Please double check your student’s work before they start cooking. Also you will need a double boiler, if you don’t have one then this will not work. Please make sure your student is not using their graphing calculator.
1 ½ cups Creamy peanut butter 1 cup Light salted butter (room temp.) 1 tsp Vanilla 6 cups Confectioners’ sugar 4 cups Semisweet chocolate pieces ½ block Paraffin wax
Page 1 of 6. Calc AB Notes 02 1 of 6 www.turksmathstuff.com. The Chain Rule. The final rule of taking derivatives that we need to learn (although it won't seem like it's the last rule. since you'll find yourself doing all sorts of weird problems in w
You are expected to attend all classes (on time!) prepared with your assignments,. COVERED textbook, notebook, graphing calculator/app, and writing utensils.
Calc AB Notes 08 3 of 6 www.turksmathstuff.com. This is a hugely useful result. Don't go crazy and over use it, though! You have to get an indeterminate. form (either 0. 0. or ± â. â ), so always check. Also, it's still more expedient to notice
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Page 1 of 1. Calc 1 Exam review notes.notebook. 1. January 16, 2014. Jan 167:49 AM. Semester Examnotes. 1. Optimization from 4.6. 2. Related Rate 4.1. 3. Antideriv. (velocity) 4.8. 4. Tangent line implicit diff. 3.5. 5. Given graph of f ' determine m
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Page 1 of 6. Calc AB Notes 08 1 of 6 www.turksmathstuff.com. L'Hopital's Rule. Let's start with some problems that involve taking limits. Problem: Evaluate each of the following limits. a. limxâ3. x. 3 â 27. x â 3 b. lim. hâ0. csc(3( x + h))
f ( x) -4 3 6 8. f â²( x) 4 1 5 3. a. Approximate f ( x)dx. 5. 16 â« with a left Riemann sum and intervals indicated in the table. b. Approximate f â²(11). c. Evaluate f â²( x)dx. 5. 16 â« . Page 4 of 9. Calc AB Notes 16.pdf. Calc AB Notes 16.pd
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Aug 17, 2014 - The seeds are delicious raw, boiled, fried or roasted and the flavor is similar to peanuts. Roasted seeds can also be ground to make a hot drink similar to hot chocolate. Young leaves and flowers are also edible. The seeds contain 16%
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