Solution 1: (Number of rabbit legs × total number of chickens - total number of legs) ÷ (number of rabbit legs - number of chicken legs)

=Number of chickens

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Total number - number of chickens = number of rabbits

Solution 2: (Total number of feet - number of chicken feet × total number) ÷ (number of rabbit feet - chickens number of legs)

= number of rabbits

Total number - number of rabbits = number of chickens

Solution 3: Total number of legs ÷ 2—The total number of rabbits = the number of rabbits

The total number of rabbits—the number of rabbits = the number of chickens

Solution 4: The number of rabbits = the total number of legs ÷2 —Total number of heads

Total number of animals—Number of rabbits = Number of chickens

Solution 5 (equation): X = (Total number of feet – Number of chicken feet × total Number) ÷ (number of rabbits’ feet – number of chickens’ feet) (X = number of rabbits)

Total number – number of rabbits = number of chickens

Solution 6 (equation): Total number of chickens - number of chickens = number of rabbits

Solution 7 Number of chickens = (4 × total number of chickens and rabbits - total number of chickens and rabbits) ÷2 Number of rabbits = chickens The total number of rabbits - the number of chickens

Solution 8 The total number of rabbits = (the total number of chickens and rabbits - 2 × the total number of chickens and rabbits) ÷2 The number of chickens = the total number of chickens and rabbits -Total number of rabbits

Solution 9 Total number of legs/2-Total number of heads = number of rabbits Total number of rabbits-Number of rabbits = number of chickens

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