0
Please I need some help on this question I don't know how to create a calculation for the distance and when to break it .
The snail climbs up 7 feet each day and slips back 2 feet each night. How many days will it take the snail to get out of a well with the given depth? Sample Input: 31 Sample Output: 6 Explanation: Let's break down the distance the snail covers each day: Day 1: 7-2=5 Day 2: 5+7-2=10 Day 3: 10+7-2=15 Day 4: 15+7-2=20 Day 5: 20+7-2=25 Day 6: 25+7=32 So, on Day 6 the snail will reach 32 feet and get out of the well at day, without slipping back that night.
4 Réponses
+ 2
a = first term
d = common difference
n = term
an = distance covered by snail on a particular
day.
formula: a + (n - 1)d = an
+ 2
Obinna Anosike First observe that every time we reach a new distance, we reach it with the 7-step, so there are always one more 7-step than 2-steps. After n days we reach distance d:
7*n - 2*(n-1) = d <=>
7*n - 2*n + 2 = d <=>
5*n = d - 2 =>
n = ceil((d-2)/5)
Lets plug 32 in:
n = ceil((32-2)/5) = ceil(30/5) = 6 days
0
I don't understand please explain
0
Is n the unknown to find which is the days