Lesson 42 - Logarithms ( Introduction).notebook€¦ · Lesson 42 Logarithms (...
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Lesson 42 Logarithms ( Introduction).notebook 1 February 23, 2015 Exponent Exponent Base Base Introduction to Logarithms EXAMPLE 1 SOLUTION Write the equation in its equivalent exponential form.
Transcript of Lesson 42 - Logarithms ( Introduction).notebook€¦ · Lesson 42 Logarithms (...
Lesson 42 Logarithms ( Introduction).notebook
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February 23, 2015
Exponent
Exponent
Base
Base
Introduction
to
Logarithms
EXAMPLE 1
SOLUTION
Write the equation in its equivalent exponential form.
Lesson 42 Logarithms ( Introduction).notebook
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February 23, 2015
Logarithmic Form :
EXAMPLE 2Write the equation in its equivalent exponential form.
SOLUTION
Lesson 42 Logarithms ( Introduction).notebook
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Logarithmic Form :
EXAMPLE 3
Write the equation in its equivalent logarithmic form.
SOLUTION
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Logarithmic Form :
EXAMPLE 4
Write the equation in its equivalent logarithmic form.
SOLUTION
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Logarithmic Form :
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EXAMPLE 5
Write an equation to express the logarithm 7 raised to what exponent is equal to 49.
Rewrite the problem so thatall terms have the same BASE.
SOLUTION
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EXAMPLE 6
Write an equation to express the logarithm 3 raised to what exponent is equal to 81.
Rewrite the problem so thatall terms have the same BASE.
SOLUTION
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EXAMPLE 7
Write an equation to express the logarithm 16 raised to what exponent is equal to 4.
Rewrite the problem so thatall terms have the same BASE.
SOLUTION
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EXAMPLE 8
Write an equation to express the logarithm 32 raised to what exponent is equal to 2.
Rewrite the problem so thatall terms have the same BASE.
SOLUTION
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EXAMPLE 9
Write an equation to express the logarithm 1024 raised to what exponent is equal to 64.
Rewrite the problem so thatall terms have the same BASE.
SOLUTION
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EXAMPLE 10
Rewrite the problem so thatall terms have the same BASE.
SOLUTION
8 raised to what exponent is equal to the cube root of 64.
Rewrite the radical expressionas a rational exponent.
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EXAMPLE 11
Rewrite the problem so thatall terms have the same BASE.
SOLUTION16 raised to what exponent is equal to the cube root of 32.
Rewrite the radical expressionas a rational exponent.
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EXAMPLE 12
Rewrite the problem so thatall terms have the same BASE.
SOLUTION8 raised to what exponent is equal to the 1 over 32.
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Rewrite the problem so that there
are NO terms in the denominator.
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EXAMPLE 13
Rewrite the problem so thatall terms have the same BASE.
SOLUTION25 raised to what exponent is
equal to the 1 over the square root of 5.
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Rewrite the radical expressionas a rational exponent.
Rewrite the problem so that there
are NO terms in the denominator.
