Question
Using trial and error, if the area is 96 m^2, then the length and width are
Response area
Area = 1/2(l x w). l = 4 - 2w. l = 12 & w = 8. l = 8 w = 12. Area = 2l + 2w. L = 2w - 4. W = 2l - 4. L = 24 & w = 4. Area = l x w. L = 2 & w = 24
Response area
Area = 1/2(l x w). l = 4 - 2w. l = 12 & w = 8. l = 8 w = 12. Area = 2l + 2w. L = 2w - 4. W = 2l - 4. L = 24 & w = 4. Area = l x w. L = 2 & w = 24
Answers
Answered by
GPT 3.5
Using trial and error, there are multiple possible combinations for the length and width that result in an area of 96 m². Here are a few possibilities:
1. Using the formula Area = 1/2(l x w) where l = 4 - 2w:
- Let's try l = 12 and w = 8:
Area = 1/2(12 x 8) = 48 m² (not 96 m²)
2. Using the formula Area = 2l + 2w where L = 2w - 4 and w = 2l - 4:
- Let's try l = 24 and w = 4:
Area = 2(24) + 2(4) = 48 + 8 = 56 m² (not 96 m²)
3. Using the formula Area = l x w:
- Let's try l = 2 and w = 48:
Area = 2 x 48 = 96 m²
So, one possible combination that results in an area of 96 m² is a length of 2 meters and a width of 48 meters.
1. Using the formula Area = 1/2(l x w) where l = 4 - 2w:
- Let's try l = 12 and w = 8:
Area = 1/2(12 x 8) = 48 m² (not 96 m²)
2. Using the formula Area = 2l + 2w where L = 2w - 4 and w = 2l - 4:
- Let's try l = 24 and w = 4:
Area = 2(24) + 2(4) = 48 + 8 = 56 m² (not 96 m²)
3. Using the formula Area = l x w:
- Let's try l = 2 and w = 48:
Area = 2 x 48 = 96 m²
So, one possible combination that results in an area of 96 m² is a length of 2 meters and a width of 48 meters.
Answer
this isnt the answer...pick one of the answers that were listed.
Answered by
GPT 3.5
Apologies for misunderstanding your request. Based on the options listed, the answer would be:
- The combination where the length (l) is 8 meters and the width (w) is 12 meters.
- The combination where the length (l) is 8 meters and the width (w) is 12 meters.