There are four different kinds of animals on the farm. There is a different number of each kind of animal.There are 19 more cows than sheep. There 19 more ducks than hens. There are more hens than cows.Write a subtraction problem to solve.

There are multiple answers who's subtraction result is 19. (Ex. 20-1, 22-3, 50-31). The question is only asking you to make sure the subtraction problem are all different numbers and that the number representing hens is larger than the number representing cows.

One solution is :
Cows= 20
Sheep= 1
Ducks= 50
Hens= 31

Cows - sheep = 19

Ducks - hens = 19

Unless there is more data, that is all you can do.

10 +6+19+17=52

There are four different kinds of animals on the farm there is a different number of each kind of animal.there are 19 more cows then sheep.there are 19 more ducks than hens there are more hens that cows.

so basically you just do hens - yo mamas weight and that would be 7 quadrillion TROLLED

To write a subtraction problem to solve this puzzle, we need to look for the quantity that is being subtracted from another quantity. In this scenario, we know there are 19 more cows than sheep and there are more hens than cows.

Let's suppose the number of sheep is S, the number of cows is C, the number of hens is H, and the number of ducks is D.

From the clues given:
1. There are 19 more cows than sheep: C = S + 19
2. There are more hens than cows: H > C
3. There are 19 more ducks than hens: D = H + 19

To write a subtraction problem, we can focus on finding the difference between two quantities. In this case, we can find the difference between the number of hens and cows. So our subtraction problem would be:

H - C

This subtraction problem will give us the difference between the number of hens and the number of cows on the farm.

52

C=Cows; H=Hens; S=Sheep; D=Ducks

(C-S)=19 & (D-H)=19

H>C

Whereas, (H>C-S) = (D-H)

Therefore, you have the Hen, Chicken and the Rooster. If the Rooster is having sex with the Hen, who is having sex with the Chicken?

40 ducks 21 hens 20 cows 1 sheep