In a pet shop, there are 120 eyes and 172 legs. How many birds and pup...
Let's solve the problem by setting up a system of equations based on the given information.
Let's assume the number of birds as 'b' and the number of puppies as 'p'.
Each bird has 2 eyes and 2 legs, and each puppy has 2 eyes and 4 legs.
From the information given, we can create the following equations:
2b + 2p = 120 (equation for the total number of eyes) 2b + 4p = 172 (equation for the total number of legs)
Simplifying these equations, we have:
b + p = 60 b + 2p = 86
By subtracting the first equation from the second equation, we can eliminate 'b':
(b + 2p) - (b + p) = 86 - 60 p = 26
Substituting the value of 'p' back into the first equation:
b + 26 = 60 b = 34
Therefore, the number of birds is 34 and the number of puppies is 26.
Hence, option 1 is the correct answer: Birds = 34 and Puppies = 26.