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Section 3.5: Equation Solving and Modeling

Section 3.5: Equation Solving and Modeling. March 5, 2014. Solving Algebraically. Solve for x. More Solving. Solve for x. Round to the nearest hundredth. Solving Graph ically. Solve for x. Write answers as fractions or integers. More Solving.

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Section 3.5: Equation Solving and Modeling

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  1. Section 3.5: Equation Solving and Modeling March 5, 2014

  2. Solving Algebraically Solve for x.

  3. More Solving Solve for x. Round to the nearest hundredth.

  4. Solving Graphically Solve for x. Write answers as fractions or integers.

  5. More Solving Solve for x. Round to the nearest hundredth.

  6. Finding Domain

  7. Regression Using the charts below, determine whether each set of data is best represented by a linear, logarithmic, exponential or power regression equation. Support your answer with a sketch and mathematical data.

  8. Order of Magnitude • Order of magnitude: the common logarithm of a positive quantity • A kilometer is _______ orders of magnitude longer than a meter. • A dollar is _______ orders of magnitude greater than a penny. • A horse weighing 400 kg. is ______ orders of magnitude heavier than a mouse weighing 40 g. • NYC with 7 million people is ______ orders of magnitude bigger than Earmuff Junction with a population of 7.

  9. Newton’s Law Newton’s Law of Cooling: …where t = Tm = T0 = k = Example: A cake is removed from an oven at 350° and cools to 120° F after 20 minutes in a room at 65°F. How long will the cake take to cool to 90°F?

  10. More Applications How many times more severe was the 1995 Kobe, Japan earthquake (R = 7.2) than the 1994 Los Angeles earthquake (R = 6.6)?

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