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Answer :
To solve the problem, we need to find out how many cows are still in the barn and then check if the given value, [tex]\( c = 33 \)[/tex], is correct.
1. Determine the Total Number of Cows:
- The farmer has a total of 83 cows.
2. Find Out How Many Cows Are Outside:
- It is given that 56 cows are outside the barn.
3. Calculate the Number of Cows in the Barn:
- To find the number of cows still in the barn, subtract the number of cows outside from the total number of cows:
[tex]\[
\text{Cows in the barn} = 83 - 56 = 27
\][/tex]
4. Check if the Given Value is a Solution:
- We are asked if [tex]\( c = 33 \)[/tex] could be the number of cows still in the barn.
- From our calculation, the number of cows in the barn is actually 27, not 33.
Therefore, [tex]\( c = 33 \)[/tex] is not a solution. The correct number of cows still in the barn is 27.
1. Determine the Total Number of Cows:
- The farmer has a total of 83 cows.
2. Find Out How Many Cows Are Outside:
- It is given that 56 cows are outside the barn.
3. Calculate the Number of Cows in the Barn:
- To find the number of cows still in the barn, subtract the number of cows outside from the total number of cows:
[tex]\[
\text{Cows in the barn} = 83 - 56 = 27
\][/tex]
4. Check if the Given Value is a Solution:
- We are asked if [tex]\( c = 33 \)[/tex] could be the number of cows still in the barn.
- From our calculation, the number of cows in the barn is actually 27, not 33.
Therefore, [tex]\( c = 33 \)[/tex] is not a solution. The correct number of cows still in the barn is 27.
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Rewritten by : Barada
