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2. An exponential decaying graph is decreasing because An exponential decaying graph is decreasing, but An exponential decaying graph is decreasing so

2. An exponential decaying graph is decreasing because An exponential decaying graph is decreasing, but An exponential decaying graph is decreasing so

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
1st Edition
ISBN:9781680331141
Author:HOUGHTON MIFFLIN HARCOURT
Publisher:HOUGHTON MIFFLIN HARCOURT
Chapter3: Graphing Linear Functions
Section: Chapter Questions
Problem 1CA
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Can you do the second question please and write neat and labal the answer
Because .. explains, gives a reason But .. change in direction So .. as a result Example: A linear function is in the first degree because it has one as its exponent. A linear function is in the first degree, but a quadratic function is in the second degree. A linear function is in the first degree so it will always produce a straight line. Independent Practice Complete each of the sentences using your knowledge on functions and the strategy 'because, but, so.' 1. A linear graph is straight because A linear graph is straight, but A linear graph is straight so_ 2. An exponential decaying graph is decreasing because An exponential decaying graph is decreasing, but An exponential decaying graph is decreasing so 3. A quadratic function will produce a parabola as a graph because A quadratic function will produce a parabola as a graph, but A quadratic function will produce a parabola as a graph so
Transcribed Image Text:Because .. explains, gives a reason But .. change in direction So .. as a result Example: A linear function is in the first degree because it has one as its exponent. A linear function is in the first degree, but a quadratic function is in the second degree. A linear function is in the first degree so it will always produce a straight line. Independent Practice Complete each of the sentences using your knowledge on functions and the strategy 'because, but, so.' 1. A linear graph is straight because A linear graph is straight, but A linear graph is straight so_ 2. An exponential decaying graph is decreasing because An exponential decaying graph is decreasing, but An exponential decaying graph is decreasing so 3. A quadratic function will produce a parabola as a graph because A quadratic function will produce a parabola as a graph, but A quadratic function will produce a parabola as a graph so
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