A poll shows that a local politician has 200,000 supporters. After an unpopular decision, it is projected that the number of supporters will decrease at a rate of 8.6% each week. Which inequality could be used to solve for x, the number of weeks after which the politician has fewe than 50,000 supporters? 0.914 < 50000 0.914 <0.25 0.25 < 50000 0.25 <0.914
A poll shows that a local politician has 200,000 supporters. After an unpopular decision, it is projected that the number of supporters will decrease at a rate of 8.6% each week. Which inequality could be used to solve for x, the number of weeks after which the politician has fewe than 50,000 supporters? 0.914 < 50000 0.914 <0.25 0.25 < 50000 0.25 <0.914
Chapter3: Graphs And Functions
Section: Chapter Questions
Problem 490RE: Shanthie needs to earn at least $500 a week during her summer break to pay for college. She works...
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A poll shows that a local politician has 200,000 supporters. After an unpopular decision, it is projected that the number of supporters will
decrease at a rate of 8.6% each week. Which inequality could be used to solve for x, the number of weeks after which the politician has fewer
than 50,000 supporters?
0.914 <50000
0.914 <0.25
0.25 < 50000
0.25 <0.914
Item Code: 374585262
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Expert Solution
Step 1
Introduction:
Suppose the initial population is P0, and the population increases at a constant rate of r% per unit of time. Then, after x units of time, the population, P (x) can be expressed in terms of x as:
P (x) = P0 (1 – r/100)x.
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