i.
To solve: The given equation and obtain solution with in the interval
Given:
The functions
Concept used:
Consider the left-hand side and right-hand side as a separate function and obtain the graph of both the function in same viewing window.
Calculation:
Suppose
The graph of both the function in same viewing window is as follows:
With in the interval
Conclusion:
Hence, the solution of the function is
ii.
To find: The solution of given function with in the interval
Given:
The functions
Concept Used:
Consider the left-hand side and right-hand side as a separate function and obtain the graph of both the function in same viewing window.
Calculation:
Suppose
The graph of both the function in same viewing window is as follows:
Within the interval
The solution obtained in this part and the solution obtained in previous part are related because the function value is same for all the solutions.
Conclusion:
Hence, the solution of the function is
Chapter 13 Solutions
High School Math 2015 Common Core Algebra 2 Student Edition Grades 10/11
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