Math, asked by geewhiz0203, 1 year ago

A Hound pursues a Hare and takes 5 Leaps for every 6 Leaps of the Hare.
But, 4 Leaps of the Hound are equal to 5 Leaps of the Hare.
Compare the speeds of the Hound and the Hare, as a RATIO.


geewhiz0203: Speed is Directly proportional to Frequency of leaps as well as Length of leap.
Let Speed (Hare):- Freq. (1) x Length (1)= 1
Speed (Hound):- Freq. (5/6) x Length (5/4) =25/24
=> Ratio is 25/24:1 or 25:24

Answers

Answered by Golda
42
Solution :-

5 Leaps of the hare = 4 Leaps of the hound

Every 6 leaps of the hare, the hound takes 5 leaps.

So, speed of the hare = 6/5

Speed of hound = 5/4

Ratio of speeds of hound and hare = 5/4 : 6/5
= (5/4)/(6/5)
= (5/4)*(5/6)
= 25/24
Ratio of speeds of hound and hare = 25 : 24

Answer.
Answered by 13SH0108
1

Answer:

Solution :-

5 Leaps of the hare = 4 Leaps of the hound

Every 6 leaps of the hare, the hound takes 5 leaps.

So, speed of the hare = 6/5

Speed of hound = 5/4

Ratio of speeds of hound and hare = 5/4 : 6/5

= (5/4)/(6/5)

= (5/4)*(5/6)

= 25/24

Ratio of speeds of hound and hare = 25 : 24

Answer.

Step-by-step explanation:

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