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An Equation A Day Keeps the Doctor Away! Math in the medical profession Week of 2/1/11.

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Presentation on theme: "An Equation A Day Keeps the Doctor Away! Math in the medical profession Week of 2/1/11."— Presentation transcript:

1 An Equation A Day Keeps the Doctor Away! Math in the medical profession Week of 2/1/11

2 Veterinary Science An equation a day helps the doctor to stay 1.There are 6 more than 4 times as many dogs in the kennel as cats. There are 42 dogs in the kennels. Solve the equation for c to find how many cats are being boarded. 4c + 6 = 42 2.The Happy Feet Vet Clinic can see no more than 30 animals per day. They can see 4 animals per hour and have 2 pets they see every day for therapy. Solve the inequality to see how many hours they have per day for appointments. 4h + 2 ≤ 30 3. Solve for x -2x - 6 > 23

3 Pediatrician An equation a day helps the doctor to stay! 1.Dr. Lopez gives her patient 45 mg of medicine for every kilogram (k) the child weighs. Solve the equation for w to calculate the weight in kg of the child. 450kg = 45w Bonus: (multiply w x 2.2 to get weight in pounds) 2. Which is not one of the solutions to this inequality? 4r – 2.6 < 4.8 a. 4.4 b. 5.5 c.14.8 d. 18.5

4 Surgeon - An equation a day helps the doctor to stay 1. Dr. Jones is buying a table for the operating room that can fit in the corner. Which one of these tables will form a right triangle and fit in the corner? a. 20, 16, 28 b.15, 8, 20 c.6, 8, 10 d.5, 10, 15 3. Solve for m. 3m + 4 – m = 20 2. Dr. Smith has three patients receiving “some amount (x)” of medicine plus six grams” in a test. This is written 3(x +6). She orders the following amount “3 unknowns plus 18 grams” 3x + 18 What property did she use to calculate this amount?

5 Sports Medicine 1. Ice Packs sell for $12.50 per case and elastic wrap bandages sell for $ 9.75 per case. The team trainer orders 2 ¼ cases of each supply. How much less did the bandages cost than the ice packs? 2. The quarter back was injured while attempting to throw a pass diagonally the length of the field. How far was he trying to throw? 100 yards 50yd

6 1. Create this equation with your tiles. 2. Write this as an equation in your notebook. = 1x = 1 = 3x + 2 = x + 4 =


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