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Do Now: Solve the equation (1.1) 1.) 2.) 3.). 1.1: Linear Equations HW: Wed: p.94-95 (24, 26, 28, 48, 50, 60, 80) 1.5: Solving Inequalities, 1.6: Equations.

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Presentation on theme: "Do Now: Solve the equation (1.1) 1.) 2.) 3.). 1.1: Linear Equations HW: Wed: p.94-95 (24, 26, 28, 48, 50, 60, 80) 1.5: Solving Inequalities, 1.6: Equations."— Presentation transcript:

1 Do Now: Solve the equation (1.1) 1.) 2.) 3.)

2 1.1: Linear Equations HW: Wed: p.94-95 (24, 26, 28, 48, 50, 60, 80) 1.5: Solving Inequalities, 1.6: Equations and Inequalities Involving Absolute Value HW: Thurs: p.132-133 (12, 16, 24, 66, 74, 104), p.138 (12, 30, 32, 40, 46) ACADEMY ALGEBRA II

3 Using the Graphing Calculator (1.1) The calculator can be used to solve the equation via the intersection feature. Solve the following equation algebraically and graphically.

4 A burn victim needs to have the skin on his middle finger replaced. The finger can be modeled as a cylinder (with an open top) of radius r, and height, h. a.) Write an equation relating the surface area S to r and h. b.) Solve for h in terms of S and r.

5 1.5: Inequality Notation(s) & Graph IntervalInequalitySetGraph (a, b) [a, b] [a, b) (a, b] [a, ) (a, ) (, a] (, a) (, )

6 1.5: Solve the inequality. Graph the solution. 1.)2.) 3.)4.)

7 Do Now (1.5) In one province of Canada, the combined weight of normal triplets is typically between 9 lbs. 13 oz. and 22 lbs. 4 oz. Calculate the typical birth weight of each of the triplets.

8 Solve the equations. (1.6) 1.)2.)

9 Solve the inequalities. (1.6) 1.)2.)

10 Do Now (1.7): Simple Interest, I, is I = Prt. Total money accrued after the t years is A = P(1 + rt). P.141 Ex.2: Juanita borrows $500 for 6 months at the simple interest rate of 9% per year. What is the interest Juanita will be charged on the loan? How much does Juanita owe after 6 months?

11 p.141 Ex3 Candy has $70,000 to invest and requires an overall rate of return of 9%. She can invest in a safe, government insured certificate of deposit, but it pays only 8%. To obtain 9% she agrees to invest some of her money in noninsured corporate bonds paying 12%. How much should be placed in each investment to achieve her goal.

12 Mixture Problem A bottle of Tylenol (Runny Nose and Cough) contains a total of 165mg of the active ingredients Acetaminophen (A) and Dextromethorphan (D). For the manufacturer ingredient D costs $5/g and ingredient A costs $12/g. If the cost (to the manufacturer) of the bottle of medicine per gram is $9.90, how much of each active ingredient is placed in each bottle of the medicine?

13 Uniform Motion: D = rt. p.143 Ex5 Tanya who is a long distance runner, runs at an average velocity of 8 mi/hr. Two hours after Tanya leaves your house, you leave in your car and follow the same route. If your average velocity is 40 mi/hr, how long will it be before you catch up to Tanya? How far will each of you be from your home?

14 p.144 Ex6 A motorboat heads upstream a distance of 24 miles on a river whose current is running at 3 mph. The trip up and back takes 6 hours. Assuming that the motorboat maintained a constant speed relative to the water, what was its speed?

15 Constant Rate Job Problem: p.145 Ex7 At 10am Danny is asked by his father to weed the garden. From past experience, Danny knows that this will take him 4 hours, working alone. His older brother, Mike, when it is his turn to do this job requires 6 hours. Since Mike wants to go golfing with Danny and has a reservation at 1 pm, he agrees to help Danny. Assuming no gain or loss of efficiency, when will they finish if they work together? Can they make the golf date?


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