Read and analyze the situation below then answer the question given exponential function

 

@hihrbf Abtmhabtcls

Rubrthr 2

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 Agdufh 25:

_hprhshitci` _hbf-fceh \ctubtcgis Xsci` Hxpgihitcbf Euiltcgis 

Read and analyze the situation below then answer the question given exponential function
Read and analyze the situation below then answer the question given exponential function
Read and analyze the situation below then answer the question given exponential function

 

@hihrbf Abtmhabtcls  Bfthribtcvh Dhfcvhry Agdh Rubrthr 2

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 Agdufh 25: _hprhshitci` _hbf-fceh \ctubtcgis Xsci` Hxpgihitcbf Euiltcgis

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^rcithd ci tmh ^mcfcppcihs oy WWWWWWWWWWWWWWWWWWWWWWWW Dhpbrtahit ge Hdulbtcgi

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Abib`hahit Thba:

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Obfbg`bi, Eh A. Gi`-gi`gwbi, Mhrag`hihs A. ^bi`bicobi, Oboyfyi A. ^baocd, Jgshpmcih T. Ibtcvcdbd, Biclcb J. Ucffbruhf, Dhxthr A. Ubffh

Read and analyze the situation below then answer the question given exponential function
Read and analyze the situation below then answer the question given exponential function

 

Rubrthr 2

 “ 

 Agdufh 25:

_hprhshitci` _hbf-fceh \ctubtcgis Xsci` Hxpgihitcbf Euiltcgis 

Read and analyze the situation below then answer the question given exponential function
Read and analyze the situation below then answer the question given exponential function
Read and analyze the situation below then answer the question given exponential function

WEEK 8: (Nov.23-27, 2020)CHAPTER 5: Logarithmic FunctionsLesson 4:Solving Real-Life Problems Involving Logarithmic Functions, Equations and InequalitiesPlease use the google forms for your Pretest-test.Read each problem carefully and answer each question to solve the problem. Have Fun!Activity 1.1
Example 2. Complete the table of values for x = -3, -2, -1, 0, 1, 2, and 3 for the exponentialfunctions?(?) = 3?and?(?) = (1/3)?.x-3-2-10123?(?) = 3?1/271/91/313927?(?) = (1/3)?279311/31/91/27Let b a positive number not equal to 1. A transformation of an exponential function withbase b is a function of the form?(?) =?∗ ??−?+??ℎ????,?,??????????????????Lesson 1Representing Real-Life Situations UsingExponential Functions