To find: To check the given statement is true or not.
Answer to Problem 36WE
The given statement is True for all the Law of Exponents.
Explanation of Solution
Given information:
The law of exponents:
Replace
The first law,
Left-hand side =
Left-hand side =
Left-hand side =
Left-hand side =
Right-hand side =
Right-hand side =
Right-hand side =
Therefore, Left-hand side = Right-hand side
The given statement is True for the 1st law.
The 2nd law,
Left-hand side =
Left-hand side =
Left-hand side =
Left-hand side =
Right-hand side =
Right-hand side =
Right-hand side =
Therefore, Left-hand side = Right-hand side
The given statement is True for the 2nd law.
The 3rd law,
Left-hand side =
Left-hand side =
Left-hand side =
Left-hand side =
Right-hand side =
Right-hand side =
Right-hand side =
Therefore, Left-hand side = Right-hand side
The given statement is True for the 3rd law.
The 4th law,
Left-hand side =
Left-hand side =
Left-hand side =
Left-hand side =
Right-hand side =
Right-hand side =
Right-hand side =
Right-hand side =
Therefore, Left-hand side = Right-hand side
The given statement is True for 4th law.
Therefore,
The given statement is True for all the Law of Exponents.
Chapter 5 Solutions
Algebra and Trigonometry: Structure and Method, Book 2
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