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It takes Alisha's family complete 3 days to drive to the hill station. They spend 4 days at the shore. Then drive home again. If they left home early Saturday on 5th Jan, what day and date will they return to home?
- a)12th Jan, Monday
- b)13th Jan., Tuesday
- c)15th Jan, Thursday
- d)14th Jan. Wednesday
Correct answer is option 'C'. Can you explain this answer?
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Verified Answer
It takes Alishas family complete 3 days to drive to the hill station. ...
3 days to drive to the hill station and 3 days to drive to reach home and spend 4 days at the shore.
Total days = 3 + 3 + 4
= 10
left home, Saturday on 5th Jan and 10 days used on the trip
Hence, came back to the home after 10 days i.e. 15th Jan, Thursday
Most Upvoted Answer
It takes Alishas family complete 3 days to drive to the hill station. ...
Alisha 's family complete 3 days to drive to the hill station. They spend 4 days at the shore. They drive again so 3 days spend more so 3 +3 + 4 = 10 Starday 5th Jan and 10 days spend on triphence come back to the home after 10 days so 15th Jan , Wednesday
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Community Answer
It takes Alishas family complete 3 days to drive to the hill station. ...
Answer:
To solve this question, we need to determine the number of days it will take for Alisha's family to drive to the hill station, spend time at the shore, and drive back home.
We are given that it takes Alisha's family 3 days to drive to the hill station.
Step 1: Calculating the day they arrive at the hill station
Since they left home early on Saturday, we need to determine the day they arrive at the hill station.
- Saturday is the 5th of January.
- It takes them 3 days to drive to the hill station.
- So, they will arrive on the 8th of January, which is a Tuesday.
Step 2: Calculating the day they spend at the shore
We are given that they spend 4 days at the shore.
- They arrive at the hill station on the 8th of January.
- They spend 4 days at the shore.
- So, they will leave the shore on the 12th of January.
Step 3: Calculating the day they return home
After spending 4 days at the shore, they will drive back home.
- They leave the shore on the 12th of January.
- It takes them 3 days to drive back home.
- So, they will arrive back home on the 15th of January.
Therefore, they will return home on the 15th of January, which is a Thursday.
Hence, the correct answer is option c) 15th Jan, Thursday.
To solve this question, we need to determine the number of days it will take for Alisha's family to drive to the hill station, spend time at the shore, and drive back home.
We are given that it takes Alisha's family 3 days to drive to the hill station.
Step 1: Calculating the day they arrive at the hill station
Since they left home early on Saturday, we need to determine the day they arrive at the hill station.
- Saturday is the 5th of January.
- It takes them 3 days to drive to the hill station.
- So, they will arrive on the 8th of January, which is a Tuesday.
Step 2: Calculating the day they spend at the shore
We are given that they spend 4 days at the shore.
- They arrive at the hill station on the 8th of January.
- They spend 4 days at the shore.
- So, they will leave the shore on the 12th of January.
Step 3: Calculating the day they return home
After spending 4 days at the shore, they will drive back home.
- They leave the shore on the 12th of January.
- It takes them 3 days to drive back home.
- So, they will arrive back home on the 15th of January.
Therefore, they will return home on the 15th of January, which is a Thursday.
Hence, the correct answer is option c) 15th Jan, Thursday.
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It takes Alishas family complete 3 days to drive to the hill station. They spend 4 days at the shore. Then drive home again. If they left home early Saturday on 5th Jan, what day and date will they return to home?a) 12th Jan, Mondayb) 13th Jan., Tuesdayc) 15th Jan, Thursdayd) 14th Jan. WednesdayCorrect answer is option 'C'. Can you explain this answer?
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