To Identify: An exponential function graph that passes through the given points.
Given: Two points are given as
Concept used:
If a function
Calculation:
If the given coordinate points are on the graph then they satisfy the exponential equation. Now, substitute these coordinates of the points into the equation in each option (choice).
(a)
If the given coordinate points
And,
(b)
If the given coordinate points
And,
Thus,
(c)
If the given coordinate points
And,
(d)
If the given coordinate points
And,
Conclusion:
Hence, the exponential function graph satisfies the given points and the exponential function is
Chapter 4 Solutions
Holt Mcdougal Larson Algebra 2: Student Edition 2012
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