'Log form' diaporamas de présentation

Use your FORMULA SHEET!!!!!

1. Use your FORMULA SHEET!!!!!. We use law of cosines when we have ______s.a.s._________ or ______s.s.s.____________. Use law of sines when asked to find the number of triangles that can be constructed. Axis of symmetry equation:. Turning point. Plug in to find y!. Sum of the roots:.

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Warm Up

Warm Up. Logarithmic Functions. Objective. DOL. SWBAT identify key features and apply properties of logarithmic functions. Given 2 MC and 2 CR problems, students will identify key features and apply properties of logarithmic functions with 80% accuracy.

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Section 4.6 Logarithmic Functions

Section 4.6 Logarithmic Functions. Objectives: 1. To convert between exponential and logarithmic form. 2. To evaluate logarithms of numbers. 3. To graph logarithmic functions and give their domains and ranges.

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PROGRAMME 3

PROGRAMME 3. HYPERBOLIC FUNCTIONS. Programme 3: Hyperbolic functions. Introduction Graphs of hyperbolic functions Evaluation of hyperbolic functions Inverse hyperbolic functions Log form of the inverse hyperbolic functions Hyperbolic identities

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An Enquiry into Efficiency of Futures Trading in Agricultural Commodities in India

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Lessons learned from an open-source University Project

Lessons learned from an open-source University Project P. Basdaras, K. Chalkias, A. Chatzigeorgiou, I. Deligiannis, P. Tsakiri, N. Tsantalis Department of Applied Informatics University of Macedonia Thessaloniki, Greece.

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Bellwork : Write in log form: 4 2 =16 b) 8 1/3 = 2 Write in exponential form:

Bellwork : Write in log form: 4 2 =16 b) 8 1/3 = 2 Write in exponential form: c) log 3 9= 2 d) log 64 8= 1/2. Expanding and Condensing Logs. Multiplying when condensed means adding when expanded. Dividing when condensed means subtracting when expanded. Expand: log 3 4x log 3.

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10.6 Applications of Logarithms

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Pre-calc w-up 4/10-11

Pre-calc w-up 4/10-11. Write the equation log e 13.7 = x in exponential form Write the equation (1/4) -4 = 256 in log form Evaluate the expression log 4 4 3 Solve log 2 x + log 2 10 = log 2 70. 11.5 Common Logarithms. A common logarithm is a logarithm with a base of 10. log 10 x = logx.

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ISP 121

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Logarithms

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