Answer :
Sure! Let's find the estimated weight for different height options. We're given that a 6 feet tall man weighs 165 pounds, and we want to predict the weight for a man of different height options.
### Step-by-Step Solution:
1. Identify the Given Information:
- Height of the given man [tex]\( H = 6 \)[/tex] feet
- Weight of the given man [tex]\( W = 165 \)[/tex] pounds
2. Comparison and Estimation:
- Now, typically we use proportional or linear relationships to estimate the weights for different heights. However, as suggested, let's not complicate the calculations. We'll look at the options provided and consider one that appears to be the closest reasonable weight for another height.
3. Analyzing the Provided Choices:
- Given the following options:
- A) 130 pounds
- B) 143 pounds
- C) 151 pounds
- D) 175 pounds
4. Decide on the Correct Option:
- We need to choose which of these weights seems most reasonable for a man whose height we need to predict (instead of another height found mathematically due to proportional difference, it’s often a choice close to this one due to the nature of such observational and practical problems).
Based on the contextual understanding:
- Option A (130 pounds) is too low compared to the proportional prediction around the given weight.
- Option D (175 pounds) is higher and deviates substantially in this context.
- Options B (143 pounds) and C (151 pounds) are closer.
- Considering practical reasonable predictions, we choose the option that fits best in proportionality and seems realistic.
Therefore, the best estimate could reasonably be:
C) 151 pounds.
(While options may seem to overlap sometimes for close values, choosing the nearest realistic middle value fitting a regular person height-weight proportional range.)
So, the predicted weight for the mentioned height should be around 151 pounds.
### Step-by-Step Solution:
1. Identify the Given Information:
- Height of the given man [tex]\( H = 6 \)[/tex] feet
- Weight of the given man [tex]\( W = 165 \)[/tex] pounds
2. Comparison and Estimation:
- Now, typically we use proportional or linear relationships to estimate the weights for different heights. However, as suggested, let's not complicate the calculations. We'll look at the options provided and consider one that appears to be the closest reasonable weight for another height.
3. Analyzing the Provided Choices:
- Given the following options:
- A) 130 pounds
- B) 143 pounds
- C) 151 pounds
- D) 175 pounds
4. Decide on the Correct Option:
- We need to choose which of these weights seems most reasonable for a man whose height we need to predict (instead of another height found mathematically due to proportional difference, it’s often a choice close to this one due to the nature of such observational and practical problems).
Based on the contextual understanding:
- Option A (130 pounds) is too low compared to the proportional prediction around the given weight.
- Option D (175 pounds) is higher and deviates substantially in this context.
- Options B (143 pounds) and C (151 pounds) are closer.
- Considering practical reasonable predictions, we choose the option that fits best in proportionality and seems realistic.
Therefore, the best estimate could reasonably be:
C) 151 pounds.
(While options may seem to overlap sometimes for close values, choosing the nearest realistic middle value fitting a regular person height-weight proportional range.)
So, the predicted weight for the mentioned height should be around 151 pounds.
