There are three times as many chickens than pigs on a farm. All the chickens and pigs have 2400 feet all together. How many more chickens than pigsare there?

c = 3p, so adding up all the feet, we have

2(3p)+4p = 2400
10p = 2400
so, there are 240 pigs

c-p = 3p-p = 2p, so there are 480 more chickens than pigs.

Let's start by assigning some variables. Let's say the number of pigs is 'p' and the number of chickens is 'c'.

According to the problem, there are three times as many chickens than pigs on the farm. So, we can write the equation: c = 3p.

We also know that the total number of feet of all the chickens and pigs is 2400.

Each pig has 4 feet, and each chicken has 2 feet. So, we can write another equation: 4p + 2c = 2400.

Now, we can substitute the value of 'c' from the first equation into the second equation to solve for 'p'.

4p + 2(3p) = 2400
4p + 6p = 2400
10p = 2400
p = 2400 / 10
p = 240

So, there are 240 pigs on the farm.

To find the number of chickens, we can substitute the value of 'p' into the first equation:

c = 3(240)
c = 720

So, there are 720 chickens on the farm.

Now, to find the difference in the number of chickens and pigs, we can subtract the number of pigs from the number of chickens:

720 - 240 = 480

Therefore, there are 480 more chickens than pigs on the farm.

To find the number of chickens and pigs on the farm, we need to set up a system of equations. Let's assume the number of pigs is "p" and the number of chickens is "c".

From the given information, we know that the number of chickens is three times the number of pigs, so we have the equation:
c = 3p

We also know that the total number of feet for all the animals on the farm is 2400, and we can express the total number of feet in terms of pigs and chickens:
2p + 2c = 2400

Now we can substitute the value of c from the first equation into the second equation:
2p + 2(3p) = 2400
2p + 6p = 2400
8p = 2400
p = 300

Therefore, there are 300 pigs on the farm. To find the number of chickens, we substitute this value of p into the first equation:
c = 3 * 300
c = 900

So, there are 900 chickens on the farm. To determine how many more chickens than pigs there are, we calculate the difference between the number of chickens and pigs:
900 - 300 = 600

Therefore, there are 600 more chickens than pigs on the farm.