[PDF] Section 37 Optimization



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Section 31 Graphing Systems of Linear Inequalities in Two

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Section 3 2 Linear Programming Problems Linear Programming Problem A linear programming problem consists of a linear objective function to be maximized or minimized subject to certain constraints in the form of linear inequalities For the following linear programming problems, set up but do not solve



Section 37 Optimization

3 4 (y 3)2 = u2 16 + p 3 36 y2 (the second term I know by using the pythagorean theorem to solve for the height of the triangle) In this problem, the constraining equation is given by u+y = 12 What I’d like to do is take my expression for area and optimize it The problem is again it sits as a function of two variables instead of one Once



Right Triangle Definitions of Trigonometric Functions: Let θ

3 T , find the values of sinT, tanT, and secT Example: Use the trig identities to transform the left side of the equation into the right side 1 cos sec 1TT 2 tan cos sinD D D 3 sec tan sec tan 1T T T T 4 sin cos 2sin 12 2 2T T T



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y – 2 + 3y = 10 A 2 B 3 C 4 D 5 E 6 28 Read the information below; then answer the question that follows A refrigerator in a school cafeteria is partially filled with 42 sandwiches There are 13 turkey sandwiches, 14 cheese sandwiches, and 15 egg salad sandwiches By the end of the lunch period, 21 of the sandwiches have been sold



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MATH 2311 Section 1 2 Calculated (or arithmetic average) This is the best measure of center, when the data set does not contain outliers 3000 Example 2: 400



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Sec 22 – Solving Algebraic Applications Name

Sec 2 2 – Solving Algebraic Applications Name: 1 The distance a car travels can be found using the formula = ∙ , where d is distance, r is rate of speed, and t is time How many miles does the car travel, if it drives at an average rate of speed of 60 miles per hour for a period of time of / 0 of an hour? 2



Secondary 5 CST Math 2019-2020

Supplies: Loose-leaf, graph paper, Duo-Tang or 3-ring binder, 2 notebooks (graph or lined paper, 40 – 80 pages), pencils, eraser, ruler, scientific calculator (non-graphing) iPads may be used in class to complete homework The overall grade for the course will be calculated as follows: Term 1 20 Term 2 20 Term 3 60

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