Based on the model N(1157,87) describing steer weights, what are the cutoff values for a) the highest 10% of the weights? b) the lowest 20% of the weights? c) the middle 40% of the weights?
Here we have given normal distribution with mean = 1157 and standard deviation = 87
and we have asked to find the cutoff values i.e raw score ( x)
we know the formula for raw score is -
X = Zc *
+ 
we can find the cut off values as follow-

Hope this will help you. Thank you :)
Based on the model N(1157,87) describing steer weights, what are the cutoff values for a) the...
Based on the model N(1157,84) describing steer weights, what are the cutoff values for a) the highest 10% of the weights? b) the lowest 20% of the weights? c) the middle 40% of the weights?
The quarterly returns for a group of 52 mutual funds with a mean of 3.2% and a standard deviation of 5,8% can be modeled by a Normal model. Based on the model N(0.032,0058)what are the cutoff values for the a) highest 40% of these funds? b) lowest 20%? c) middle 80%? d) highest 80%? a) Select the correct choice and fill in any answer boxes in your choice below. (Hound to two decimal places as needed.) A > O c....
The quarterly returns for a group of 62 mutual funds with a mean of 2.8% and a standard deviation of 5.2% can be modeled by a Normal model. Based on the model N(0.028, 0.052), what are the cutoff values for the a) highest 10% of these funds? b) lowest 30%? c) middle 60%? d) highest 70%?
Application for n.. Google Translate Apps Q Spring Stat 3000/8000 course Homework: Chapter 5 Homewo Score: 0 of 1 pt 51.50-T Some IQ tests are standardized to a Normal model N(100,19). a) What cutoff value bounds the highest 10% of all IQs? b) What cutoff value bounds the lowest 25% of the IQs? c) What cutoff values bound the middle 60% of the IQs? a) The cutoff value is 124.3 Round to one decimal place as needed.) b) The cutoff...
I’m currently trying to figure out this problem, but I don’t
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Some IQ tests are standardized to a Normal model N(100,17) a) What cutoff value bounds the highest 5% of all IQs? b) What cutoff value bounds the lowest 35% of the IQs? c) What cutoff values bound the middle 80% of the IQs? a) The cutoff value is (Round to one decimal place as needed.)
Use the Normal model N(1165,64) for the weights of steers. a) What weight represents the 70th percentile? b) What weight represents the 90th percentile? c) What's the IQR of the weights of these steers?
Need help with # 7
You know that a person is employed. What is the conditional probability that he or she is a college graduate? e ds 374523101 ) You know that a different person is a college graduate. What is the conditional probability that he or she is employed? 5. In a standard normal distribution, what proportion of values is greater than z 2.07? 6. What z-score is at the 40 percentile of a standard normal distribution? -0, 263...
The quarterly returns for a group of 52 mutual funds are well modeled by a Normal model with a mean of 74% and a standard deviation of 38% Use the 68-95-99.7 Rule to find the cutoff values that would separate the following percentages of funds, rather than using technology to find the exact values a) the highest 50% b) the highest 16% c) the lowest 25% d) the middle 68%
Problem 9 Based on the bode plot, what is the filter type? What is the cutoff frequency of the filter in Hertz, w ? Draw a circuit that could produce this bode plot and label all the circuit component values. Problem 10 Based on the bode plot, what is the filter type? What is the cutoff frequency of the filter in Hertz, wc? Draw a circuit that could produce this bode plot and label all the circuit component values.
The daily exchange rates for the five-year period 2003 to 2008 between currency A and currency B are well modeled by a normal distribution with mean 1.303 in currency A (to currency B) and standard deviation 0.036 in currency A. Given this model, and using the 68-95-99.7 rule to approximate the probabilities rather than using technology to find the values more precisely, complete parts (a) through (d). a) What would the cutoff rate be that would separate the lowest 0.15%...