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Name CHAPTER 7 and 8: MASTERY OF OUTCOMES Specific Outcome SLO 7 Demonstrate an understanding of logarithms. CN, ME, R Demonstration of Understanding 1. The graph of y 3 is reflected in the line y
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How to fill out exponents and logarithms

01
To fill out exponents, start by identifying the base number and exponent.
02
Next, raise the base number to the power of the exponent using multiplication.
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For example, if the base number is 2 and the exponent is 3, the result would be 2^3 = 8.
04
To fill out logarithms, first identify the base number and the result of the logarithm.
05
Then, use the logarithmic function to find the exponent that the base number needs to be raised to in order to get the result.
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For example, if the base number is 10 and the logarithm result is 100, the logarithm would be log base 10 of 100, which gives an exponent of 2.
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Remember to consult a logarithmic table or use a calculator for more complex calculations.

Who needs exponents and logarithms?

01
Exponents and logarithms are essential in various fields such as mathematics, physics, engineering, and finance.
02
Scientists, engineers, mathematicians, and researchers often utilize exponents and logarithms in their calculations.
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Exponents are used to represent repeated multiplication, while logarithms help to solve exponential equations and make calculations easier.
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They are particularly important when dealing with large numbers, exponential growth or decay, and complex mathematical transformations.
05
Students studying advanced mathematics or science subjects also need to understand and work with exponents and logarithms in their coursework.
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Exponents are a mathematical operation that represents repeated multiplication of the same number. Logarithms are the inverse operation of exponents, used to solve for the exponent in an equation.
Anyone working with complex mathematical calculations or functions may be required to use exponents and logarithms.
Exponents are filled out by raising a number to a certain power, while logarithms involve finding the exponent when given a base and a result.
Exponents and logarithms are used in various fields such as science, engineering, and finance to represent and solve complex mathematical relationships.
The base number, the exponent, and the result of the operation must be reported when working with exponents and logarithms.
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