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Solving exponential equations using exponent rules
- Lesson: 1a3:12
- Lesson: 1b0:37
- Lesson: 2a3:37
- Lesson: 2b3:10
- Lesson: 2c7:13
- Lesson: 2d5:57
- Lesson: 2e6:39
- Lesson: 2f3:00
- Lesson: 2g8:14
- Lesson: 36:39
Solving exponential equations using exponent rules
Lessons
- 1.Solve for "x", with common basea)2x=25b)32x+1=311
- 2.Solve for "x", by converting to common basea)34x−8=27−2xb)87−2x=165x+10c)34x−54=815729d)812−x1=274x+5e)(41)1−2x=8x−3f)9x+2=(34x−3)(35)g)(1000343)−x12=(710)x
- 3.Solve: 5(9x)+40(3x)−45=0
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8.
Exponential Functions
8.1
Exponents: Product rule (ax)(ay)=a(x+y)
8.2
Exponents: Division rule ayax=a(x−y)
8.3
Exponents: Power rule (ax)y=a(x⋅y)
8.4
Exponents: Negative exponents
8.5
Exponents: Zero exponent: a0=1
8.6
Exponents: Rational exponents
8.7
Solving exponential equations using exponent rules
8.8
Graphing exponential functions
8.9
Graphing transformations of exponential functions
8.10
Finding an exponential function given its graph