Digital PSAT Math Practice Question 86: Answer and Explanation
Question: 86
Spread of a Computer Virus
Day | Number of Computers Infected |
1 | 101 |
2 | 110 |
3 | 200 |
4 | 1,100 |
5 | 10,100 |
The table above gives the number of computers infected with a virus. Which of the following functions models the number of computers infected, C(d), after d days?
- A. C(d) = 102d + 10(d - 1) + 1
- B. C(d) = 100 + 10d
- C. C(d) = 100 + 10(d - 1) + 1
- D. C(d) = 100 + 10(d - 1)
Correct Answer: D
Explanation:
(D) The easiest way to approach a problem like this is to test some points with each equation to see which equation works.
Choice (A):
So the equation works for day 1. Let's see if it works with day 2:
This doesn't match the number for day 2, so we can rule out choice (A).
Choice (B):
This isn't the right number for day 1, so we can rule out choice (B).
Choice (C):
This works, so let's try C(2):
This doesn't work, so we can rule out choice (C).
Choice (D):
Obviously, choice (D) is the correct answer.
Test Information
- Use your browser's back button to return to your test results.
- Do more Digital PSAT Math Tests tests.
More Tests
- Digital PSAT Math Practice Test 1
- Digital PSAT Math Practice Test 2
- Digital PSAT Math Practice Test 3
- Digital PSAT Math Practice Test 4
- Digital PSAT Math Practice Test 5
- Digital PSAT Math Practice Test 6
- Digital PSAT Math Practice Test 7
- Digital PSAT Math Practice Test 8
- Digital PSAT Math Practice Test 9
- Digital PSAT Math Practice Test 10
- Digital PSAT Math Practice Test 11
- Digital PSAT Math Practice Test 12
- Digital PSAT Math Practice Test 13
- Digital PSAT Math Practice Test 14
- Digital PSAT Math Practice Test 15