What is the minimum number of races required to find top three horses from 25 if there are only 5 lens?

The group which has top 3 horses would always have winner in 6th race. In 7th race, we consider 2nd and 3rd horses of the group whose horse is overall winner.

What is the best way to find the 3 fastest horses?

Find first, second and third-fastest horse. x,t and the next one in the queue who was second fastest. So: if x is second fastest, then t and w could be third-fastest. if t is second fastest, then x and s could be third-fastest.

How many ways are there for 4 horses to finish if ties are allowed?

75 ways
Hence, counting ties, four horses can cross the finishing line in 1 + 14 + 36 + 24 = 75 ways.

How do you know when a horse is ready to race?

The horses should demonstrate a “fluid gait” when they walk and with a slight prance. Horses that prance with their neck bowed are also a good sign. The horse’s tail should be arched, this is a sign they are happy, sharp, alert and ready to go.

How do you solve the 25 horses puzzle?

To find the fastest, you need to run all 25 horses at least once, and since you can only race 5 horses at a time, you need a minimum of 25/5 = 5 races. Then you need to compare the winners of these races, which means a 6th race is necessary.

How many horses do you see?

In fact, when you look closely, you can see five distinct horses. Though it can be tricky to tell due to the mottled appearance of the landscape, and Doolittle’s deliberate camouflaging technique, there are three adult horses grouped close together in the center.

What goes into the empty square?

The first one includes comparing the square with a car’s stick shift. Therefore, the ‘What goes in the empty square its not 6’ puzzle answer is R, which is the ‘reverse’ sign.

How many possible race results if there are no ties?

First count the number of ways if there are no ties. In this case any one of the 3 horses could finish first and, once you know who is first, the other two hourses can finish second and third or third and second. Hence there are 3 2 = 6 different ways the hourses can finish if there are no ties.

How many ways are there for a horse race with five horses to finish if ties are possible Note 2 3 4 or 5 horses may tie?

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