Notes Over 3.4

Feb 21, 2014

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Notes Over 3.4

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Notes Over 2.2

Notes Over 2.2 1 3 5 8 7 Identifying Functions - Numerically Decide whether the relation is a function. 1. Input Output A function , because every input goes to only one output Not a function , because 4 goes to both 3 and 5

381 views • 11 slides

Notes Over 1.5

Notes Over 1.5. Notes Over 1.5. 440 ypm. 264 ypm. Drawing a Diagram.

392 views • 7 slides

Notes Over 12.6

Notes Over 12.6. Finding a Binomial Probability.

199 views • 7 slides

Notes Over 4.3

Notes Over 4.3. Evaluate Determinants of 2 x 2 Matrices. Stands for the determinant of a matrix. Multiply diagonally, down first. Opposite products going up. Notes Over 4.3. Evaluate Determinants of 3 x 3 Matrices. Repeat the first two columns. Multiply diagonally, down first.

274 views • 13 slides

Notes Over 1.4

Notes Over 1.4. Solving Quadratics. Solve a quadratic by factoring. Notes Over 1.4. Solving Quadratics. Solve a quadratic by square roots. Notes Over 1.4. Solving Quadratics. Solve a quadratic by square roots. Notes Over 1.4. Solving Quadratics.

254 views • 7 slides

Syllabus Notes 3.4

Syllabus Notes 3.4. 3.4.1 State that PCR (polymerase chain reaction) copies and amplifies minute quantities of nucleic acid. 3.4.2 State that gel electrophoresis involves the separation of fragmented pieces of DNA according to their charge and size.

313 views • 20 slides

Notes Over 12.3

Notes Over 12.3. Finding Probabilities of Events. 1. Find the probability of choosing an E when selecting a letter from those in the word COLLEGE. Notes Over 12.3. Finding Probabilities of Events.

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Notes Over 12.7

Notes Over 12.7. Using a Normal Distribution. Area Under a Curve. Notes Over 12.7. Using a Normal Distribution. A normal distribution has a mean of 80 and a standard deviation of 7. Find the probability that a randomly selected x -value is in the given interval. 1. between 66 and 87.

212 views • 7 slides

Notes Over 8.1

Notes Over 8.1. Solving Oblique Triangles. To solve an oblique triangle , you need to be given one side, and at least two other parts (sides or angles). 4 cases for oblique triangles. 1. Two angles and any side (AAS or ASA). C. 2. Two sides and an angle opposite one of them (SSA). a. b.

391 views • 10 slides

Notes Over 4.5

Notes Over 4.5. Writing a Direct Variation Equation. Direct Variation. Two quantities that model the equation y = kx , where k is the constant of variation. In Exercises 1-6, the variable x and y vary directly. Use the given values to write an equation that relates x and y.

365 views • 11 slides

3.4 Notes

3.4 Notes. Graphing Rational Functions. 3.4 Notes. Unlike polynomial functions which are continuous, rational functions have discontinuities. Remember the types of discontinuities? jump – assoc. with piece-wise fxns point infinite. 3.4 Notes. Graphing rational functions:

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Notes Over 6.5

Notes Over 6.5. Using Polynomial Long Division. Divide using polynomial long division. 1. What do you multiply x by to get 2 x 2. 2. Multiply by dist. prop. 3. Change signs and add. 4. What do you multiply x by to get –13 x. 5. Multiply by dist. prop. 6. Change signs and add.

308 views • 11 slides

Notes Over 2.8

Notes Over 2.8. Finding the Probability of an Event. Number of favorable outcomes. Total number of outcomes. Probability =. In Exercises 1 and 2, find the probability of choosing a blue marble from a bag of blue and yellow marbles. Number of blue marbles: 12

172 views • 8 slides

Notes Over 10.3

Notes Over 10.3. Graphing an Equation of a Circle. Standard Equation of a Circle (Center at Origin). r is the radius. radius is 4 units. Notes Over 10.3. Graphing an Equation of a Circle. Graph the equation. Give the radius of the circle. Notes Over 10.3. Graphing an Equation of a Circle.

644 views • 18 slides

Notes Over 11.7

Notes Over 11.7. Dividing a Polynomial by a Monomial. Divide each term of the numerator by 6 y. Notes Over 11.7. Dividing a Polynomial by a Monomial. Divide each term of the numerator by -3 x. Notes Over 11.7. Polynomial Long Division. 1. What do you multiply x by to get x 2.

242 views • 13 slides

Notes Over 11.2

Notes Over 11.2. Use equations to solve percent. Number Compared to Base is Unknown. Notes Over 11.2. Use equations to solve percent. Base Number is Unknown. Notes Over 11.2. Use equations to solve percent. Base Number is Unknown. Notes Over 11.2. Use equations to solve percent.

161 views • 7 slides

Notes Over 5.1

Notes Over 5.1. Graphing Exponential Functions. Graph both functions on the same graph. A larger base makes it increase faster. Notes Over 5.1. Graphing Exponential Functions. Graph both functions on the same graph. A larger base makes it decrease faster. Notes Over 5.1.

276 views • 11 slides

Notes Over 3.8

Notes Over 3.8. Convert the currency using the given exchange rate. 1. Convert $150 U.S dollars to German marks. ($1 U.S. is 1.8943 marks). You will receive 284 German marks. Notes Over 3.8. Convert the currency using the given exchange rate.

221 views • 7 slides

Notes Over 4.8

Notes Over 4.8. 1 3 5 8 7. Identifying Functions. Function. A relation where each input has exactly one output. Decide whether the relation is a function. If it is a function, give the domain and the range. 1. Input Output.

389 views • 11 slides

Notes Over 1.6

Notes Over 1.6. Do you feel like it’s hard getting everything working together?. Well start focusing on one thing at a time. Notes Over 1.6. Year 1970 1975 1980 1985 1990 1995 Total 6269 6390 6011 7789 4859 4488

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Notes Over 8.6

Notes Over 8.6. Using Graphs to Predict. 1. Suppose in the year 2000 there are 28 wolves on the island. Predict how many moose would be on the island that year. Moose. 650. Wolf. Notes Over 8.6. Using Graphs to Predict.

315 views • 10 slides

Notes Over 2.2

Notes Over 2.2. 1 3 5 8 7. Identifying Functions - Numerically. Decide whether the relation is a function. 1. Input Output. A function , because every input goes to only one output.

211 views • 11 slides

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