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I posted early, so I'm changing the question to avoid creating an unfair situation.
Imagine an Eagle named White sitting on his nest located on the roof of a train station. White is a very ambitious eagle, he claims he is the fastest bird to have ever existed, and to prove that he used to race trains on his free time.
But racing trains is simple! Now, he has a better challenge. He starts flying from his nest to a train that is moving toward the station, turns back just as he reaches the train's point closest to station, and starts flying back toward the station. After he reaches the station, he turns back once more and flies toward the train, then repeats the same procedure until the train reaches the station.
Ignore the length of White and assume he changes speed while turning back instantly.
So, if White starts flying with a velocity of 80km/h towards the train when the trains is exactly 100km away from the station, and the train has a velocity of 50km/h, how much distance will White fly in total?
Imagine an Eagle named White sitting on his nest located on the roof of a train station. White is a very ambitious eagle, he claims he is the fastest bird to have ever existed, and to prove that he used to race trains on his free time.
But racing trains is simple! Now, he has a better challenge. He starts flying from his nest to a train that is moving toward the station, turns back just as he reaches the train's point closest to station, and starts flying back toward the station. After he reaches the station, he turns back once more and flies toward the train, then repeats the same procedure until the train reaches the station.
Ignore the length of White and assume he changes speed while turning back instantly.
So, if White starts flying with a velocity of 80km/h towards the train when the trains is exactly 100km away from the station, and the train has a velocity of 50km/h, how much distance will White fly in total?
No right answers in 30 minutes, so I explain the solution.
So you can do some direct maths and try to solve an infinite series...
Or you can see that the train with 50km/h speed will travel the 100km road in 2 hours, and that is exactly the amount of time White will fly with a speed of 80km/h. 80km'h * 2h = 160km. (:
So you can do some direct maths and try to solve an infinite series...
Or you can see that the train with 50km/h speed will travel the 100km road in 2 hours, and that is exactly the amount of time White will fly with a speed of 80km/h. 80km'h * 2h = 160km. (:
There is a number, when you add it to its square and the digits of that summation added together bring it back to itself. What is this number?
It's better to be silent and be thought a fool than to speak and remove all doubt. What's even better is to weaponize your words to destroy anyone who dares challenge you.
Next Question:
There is 25 red fish, 47 green fish and 3 blue fish in a basket. There is a blind human
preparing dinner for the human elder at square.
What is the minimum number of fish that the blind human has to pick to make sure that
there are at least 2 different fish of different colours and elder gets a diversified dinner?
There is 25 red fish, 47 green fish and 3 blue fish in a basket. There is a blind human
preparing dinner for the human elder at square.
What is the minimum number of fish that the blind human has to pick to make sure that
there are at least 2 different fish of different colours and elder gets a diversified dinner?
You have 2 ropes and a lighter.
- Each rope will fully burn in exactly one hour.
- Ropes are not homogeneous, in other words, ropes do not burn in constant speed. First half of the rope can burn in a minute and the other half could burn in 59 minutes.
- You have no other means of keeping time.
You have 2 ropes and a lighter.
- Each rope will fully burn in exactly one hour.
- Ropes are not homogeneous, in other words, ropes do not burn in constant speed. First half of the rope can burn in a minute and the other half could burn in 59 minutes.
- You have no other means of keeping time.
How can you, using both of the ropes, calculate exactly 45 minutes?
- Each rope will fully burn in exactly one hour.
- Ropes are not homogeneous, in other words, ropes do not burn in constant speed. First half of the rope can burn in a minute and the other half could burn in 59 minutes.
- You have no other means of keeping time.
You have 2 ropes and a lighter.
- Each rope will fully burn in exactly one hour.
- Ropes are not homogeneous, in other words, ropes do not burn in constant speed. First half of the rope can burn in a minute and the other half could burn in 59 minutes.
- You have no other means of keeping time.
How can you, using both of the ropes, calculate exactly 45 minutes?