Questions: Suppose your child is in the 88th percentile in height and 11th percentile in weight. What does this tell you about your child's stature?
The child is average height, but skinny
The child is average height and weight
The child is tall and skinny
The child is tall, but average weight
The child is tall and fat
The child is short and skinny
The child is short, but average weight
The child is average height but fat
The child is short and fat
Transcript text: Suppose your child is in the 88th percentile in height and 11th percentile in weight. What does this tell you about your child's stature?
The child is average height, but skinny
The child is average height and weight
The child is tall and skinny
The child is tall, but average weight
The child is tall and fat
The child is short and skinny
The child is short, but average weight
The child is average height but fat
The child is short and fat
Solution
Solution Steps
Step 1: Understanding Percentiles
The child is in the \(88^{th}\) percentile for height, which means that the child's height is greater than \(88\%\) of the population. This indicates that the child is taller than the majority of peers.
Step 2: Analyzing Weight Percentile
The child is in the \(11^{th}\) percentile for weight, meaning that the child's weight is less than \(11\%\) of the population. This suggests that the child is lighter than most peers.
Step 3: Conclusion
Combining the information from the height and weight percentiles, we conclude that the child is tall (due to being in the \(88^{th}\) percentile for height) and skinny (due to being in the \(11^{th}\) percentile for weight).
Final Answer
The answer is \\(\boxed{\text{The child is tall and skinny}}\\).