Template 1
Math III · F-LE.4
Use logarithms to solve exponential equations of the form ab^(ct)=d and evaluate with technology.
Use logarithms to solve exponential equations of the form ab^(ct)=d and evaluate with technology.
Concept
Functions
Domain
Linear, Quadratic, and Exponential Models
Problem Types
Problem Templates In This Objective
13 problem types are attached to this objective. The full web app handles practice, answers, hints, and walkthroughs.
Template 2
Solve exponential equations by rewriting both sides with a common base and setting the exponents equal
Template 3
Solve exponential equations of the form aect=d by isolating the exponential factor and using natural logarithms
Template 4
Solve exponential equations of the form a(b)ct=d by isolating the exponential factor and taking logarithms
Template 5
Solve an exponential equation of the form abct=d by isolating the exponential factor and taking logarithms
Template 6
Solve an exponential equation by isolating the exponential factor and taking logarithms
Template 7
Evaluate a logarithm by change of base to four decimals
Template 8
Evaluate a logarithm using change of base
Template 9
Solve and interpret an exponential threshold time
Template 10
Separate real existence from contextual validity
Template 11
Solve an exponential equation exactly and to four decimals
Template 12
Solve an exponential inequality by isolating the exponential factor and using logarithms
Template 13