iCoachMath.com: Examples on Equation Solving and Modeling - Exponential, Logistic, and Logarithmic Functions - (AZ)
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Solved Examples

Curriculum: Arizona Academic Content Standards   Click to change Curriculum

Topic: Exponential, Logistic, and Logarithmic Functions  Click to change Topic

Lesson: Equation Solving and Modeling  Click to change Lesson

Click on a 'View Solution' below for other questions:
BBB Find the solution of the exponential equation 243(13)p2 = 3. BBB View Solution
BBB Find the exact solution of the equation 2(20-x27) = 40.
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BBB Find the exact solution of the equation 5 - log10 (x + 7) = 7.
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BBB Find the solution of the equation e5x+e- 5x2 = 4. BBB View Solution
BBB Solve the equation log x10 = 11. BBB View Solution
BBB Solve the equation log (x - 3) + log (x + 6) = 2 log 3. BBB View Solution
BBB Find the possible solutions to the equation ln (x - 8) + ln (x + 9) = ln 18.
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BBB Solve the equation 12001 + 33e4x = 400.
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BBB Solve: 7 log x - 21 log 2 > 0
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BBB Solve the inequality 9 log (x + 11) - 9 log 14 < 0. BBB View Solution
BBB Solve:
x52 + 12 = 1036 BBB
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BBB Solve:
25x32 + 16 = 3141
 BBB
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BBB Solve:
110 x5 = 24.3 BBB
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BBB Solve:
x25 - 5x15 + 6 = 0
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BBB Find the orders of magnitude that a horse weighing 400 kg differs from a mouse weighing 40 grams.
 BBB
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BBB Find the orders of magnitude by which a quantity of 1 kilogram differs from 1 gram.
 BBB
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BBB Find the orders of magnitude by which a quantity of one dollar differs from one penny.
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BBB Find the solution of the exponential equation 1875(15)p2 = 3. BBB View Solution
BBB Find the exact solution of the equation 2(80-x38) = 160.
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ee  Find the ratio of the severity of an earthquake in India (Gujarat) with R1 = 7.9 and in Greece (Athens) with R2 = 5.9 in 2001.  ee View Solution
ee  Find the exact solution of the equation 2 - log10 (x + 4) = 4.
  ee
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ee  Find the solution of the equation e9x+e-&nbsp;9x2 = 4.  ee View Solution
ee  Solve the equation log x9 = 10.  ee View Solution
ee  Solve the equation log (x - 8) + log (x + 11) = 2 log 3.  ee View Solution
ee  Find the possible solutions to the equation ln (x - 6) + ln (x + 7) = ln 14.
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View Solution
ee  Find the domain of the function f (x) = ln (xx&nbsp;+&nbsp;1).
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ee  Find the domain of the function f (x) = ln [x (x2 + 1)].
  ee
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ee  Find the range of the function f (x) = 2 ln (x).  ee View Solution
ee  Find the domain of the function f (x) = ln x2.
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ee  Solve the equation 9001&nbsp;+&nbsp;17e5x = 500.
  ee
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ee  Solve the equation log (3x - 2) + log (x - 1) = 2 log x.  ee View Solution
ee  Solve: 2 log x - 6 log 3 > 0
  ee
View Solution
ee  Solve the inequality 9 log (x + 10) - 9 log 12 < 0.  ee View Solution
ee  Solve the equation 48x - 28 = 256.  ee View Solution
ee  If a represents the amplitude in micrometers of the vertical ground motion at the receiving station, T represents the period of the associated seismic wave in seconds, and B represents weakening of the seismic with increasing distance from the epicenter of an earth quake, then choose the model which represents the magnitude R of the earth quake on the Richter scale.  ee View Solution
ee  What does Tm represent in the equation of Newton's law of cooling, T(t) = Tm + (T0 - Tm)e-kt?  ee View Solution
ee  Which of the following models a linear regression?  ee View Solution
ee  Which of the following models a natural logarithmic regression?
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ee  A quantity Q grows exponentially over time t. At time t = 3, Q = 6000 grams and at time t = 6, Q = 48000 grams. Find Q at t = 4.  ee View Solution
ee  Solve:
2x - 12x12 + 10 = 0  ee
View Solution
ee  David wants to invest some amount in a bank which will return 4 % interest compounded continuously. Find approximately, the amount that David needs to invest in the bank in order to have $ 60,000 in 10 years.  ee View Solution
ee  Find the concentration of Hydrogen ion in an acid with pH value 4.5.
  ee
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ee  Solve the equation 23x - 26 = 16.  ee View Solution
ee  Which of the following models represents the exponential regression?  ee View Solution
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