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id, title, challengeType, dashedName
| id | title | challengeType | dashedName |
|---|---|---|---|
| 68e39ed6106dac2f0a98fd66 | Challenge 84: Infected | 28 | challenge-84 |
--description--
On November 2nd, 1988, the first major internet worm was released, infecting about 10% of computers connected to the internet after only a day.
In this challenge, you are given a number of days that have passed since an internet worm was released, and you need to determine how many computers are infected using the following rules:
- On day 0, the first computer is infected.
- Each subsequent day, the number of infected computers doubles.
- Every 3rd day, a patch is applied after the virus spreads and reduces the number of infected computers by 20%. Round the number of patched computers up to the nearest whole number.
For example, on:
- Day 0: 1 total computer is infected.
- Day 1: 2 total computers are infected.
- Day 2: 4 total computers are infected.
- Day 3: 8 total computers are infected. Then, apply the patch: 8 infected * 20% = 1.6 patched. Round 1.6 up to 2. 8 computers infected - 2 patched = 6 total computers infected after day 3.
Return the number of total infected computers after the given amount of days have passed.
--hints--
infected(1) should return 2.
assert.equal(infected(1), 2);
infected(3) should return 6.
assert.equal(infected(3), 6);
infected(8) should return 152.
assert.equal(infected(8), 152);
infected(17) should return 39808.
assert.equal(infected(17), 39808);
infected(25) should return 5217638.
assert.equal(infected(25), 5217638);
--seed--
--seed-contents--
function infected(days) {
return days;
}
--solutions--
function infected(days) {
let infected = 1;
for (let day = 1; day <= days; day++) {
infected *= 2;
if (day % 3 === 0) {
let patched = Math.ceil(infected * 0.2);
infected -= patched;
}
}
return infected;
}