3. Two experimental lines of botflies reproduce at different rates. These equations represent the number of botflies of each species, N, after x weeks. Botflies Species 1 Line 1: N= 200(25)* Botflies Species 2 Line 2: N= 200(35)* Create a table of table of values and graph the two lines. How do the graphs of these equations compare? Circle one Answer a. Graph 1 increases much faster than Graph 2. Both graphs have the same initial value. b. Graph 1 increases slightly faster than Graph 2. Both graphs have the same initial value. c. Both graphs increase at the same rate. Graph 2 has a higher initial value. d. Graph 2 increases much faster than Graph 1. Both graphs have the same initial value.

3. Two experimental lines of botflies reproduce at different rates. These equations represent the number of botflies of each species, N, after x weeks. Botflies Species 1 Line 1: N= 200(25)* Botflies Species 2 Line 2: N= 200(35)* Create a table of table of values and graph the two lines. How do the graphs of these equations compare? Circle one Answer a. Graph 1 increases much faster than Graph 2. Both graphs have the same initial value. b. Graph 1 increases slightly faster than Graph 2. Both graphs have the same initial value. c. Both graphs increase at the same rate. Graph 2 has a higher initial value. d. Graph 2 increases much faster than Graph 1. Both graphs have the same initial value.

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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