Question

A. What is the probability that z is between 2.68 and -1.66? b. What is the...

A. What is the probability that z is between 2.68 and -1.66?

b. What is the probability that z > 0.82

c. What is the probability that z < -2.14?

D. What is the probability that z < 3.01?

e. What is the probability that z < 0.17?

F. 0.0026 is the probability that z is below what value?

g. 0.3446 is the probability that z is below what value?

Homework Answers

Answer #1

solution

P( 2.68< Z <-1.66 )

= P(Z < -1.66) - P(Z < 2.68)

Using z table,  

= 0.9963- 0.0485

=0.9478

probability=0.9478

(B)

P(z >0.82 ) =1 - P(z <0.82 )

Using z table,
= 1 -0.7939

= 0.2061

probability=0.2061

(C)   

P(z <-2.14 )

Using z table  

=0.0162

probability=0.0162

(D)

P(z <3.01 )

Using z table  

=0.9987

probability=0.9987

(e)

P(z <0.17 )

Using z table  

=0.5675

probability=0.5675

(F)

Using standard normal table,

P(Z < z) = 0.0026

= P(Z < z) = 0.0026

= P(Z <-2.79 ) = 0.0026

z = - 2.79 Using standard normal table,

(g)

Using standard normal table,

P(Z < z) = 0.3446

= P(Z < z) = 0.3446

= P(Z <-0.40 ) = 0.3446  

z = - 0.40 Using standard normal table,

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
7. Between Z=0 and Z=-3 a. 0.9987 b. -0.4987 c. 0.5000 d. 0.4987 e. 0.0013 8....
7. Between Z=0 and Z=-3 a. 0.9987 b. -0.4987 c. 0.5000 d. 0.4987 e. 0.0013 8. Between Z=-1.95 and Z=1.95 a. 0.9988 b. -0.4488 c. 0.4488 d. 0.9488 e. -0.9488 9. Between Z=1 and Z=3 a. 0.9987 b. 0.1573 c. 0.0013 d. 0.8413 e. 2 10. Find the Z value that corresponds to the given area . a. 1 b. 0.1 c. 0 d. 0.50 e. None of them 11. a. 0.8416 b. -0.1584 c. -0.20 d. -0.8416 e. 0.80...
a) Pr{Z < 0.63} b) Pr{Z ≥ −0.63} c) Pr{−2.12 < Z < 2.12} d) Pr{−2.12...
a) Pr{Z < 0.63} b) Pr{Z ≥ −0.63} c) Pr{−2.12 < Z < 2.12} d) Pr{−2.12 < Z < 0.0} e) Pr{−4.00 < Z < 0.0} f) Pr{Z < −1.32 or Z > 1.32} (you want the probability that Z is outside the range −1.32 to 1.32) g) Pr{−1.32 < Z < 1.32} h) Add (f) and (g). Are you surprised? Why or why not?
(a) Find the probability that a z-score is between -0.1 and 1.05. (b) Find the probability...
(a) Find the probability that a z-score is between -0.1 and 1.05. (b) Find the probability that a z-score is less than -0.1. (c) Find the probability that a z-score is greater than 1.05.
1) Find the following probabilities: a) Pr{Z < 0.63} b)Pr{Z ≥ −0.63} c) Pr{−2.12 < Z...
1) Find the following probabilities: a) Pr{Z < 0.63} b)Pr{Z ≥ −0.63} c) Pr{−2.12 < Z < 2.12} d) Pr{−2.12 < Z < 0.0} e) Pr{−4.00 < Z < 0.0} f) Pr{Z < −1.32 or Z > 1.32} (you want the probability that Z is outside the range −1.32 to 1.32) g) Pr{−1.32 < Z < 1.32} h) Add (f) and (g). Are you surprised? Why or why not?
In the example in the previous item, using a z-table what is the minimum z-score a...
In the example in the previous item, using a z-table what is the minimum z-score a student can have on the EI test and be in the top a) 60% b) 55% c) 85% d) 40% e) 15% previous question- Suppose that student scores on an emotional intelligence (EI) test are normally distributed. Using a z-table (normal curve table), what percentage of students have z-scores a) above .10 b) below .10 c) above .20 d) below .20 e) above 1.33...
Find the following probabilities: a) Pr{Z < 0.33} b) Pr{Z ≥ −0.33} c) Pr{−2.06 < Z...
Find the following probabilities: a) Pr{Z < 0.33} b) Pr{Z ≥ −0.33} c) Pr{−2.06 < Z < 2.06} d) Pr{−2.06 < Z < 0.0} e) Pr{−4.00 < Z < 0.0} f) Pr{Z < −1.75 or Z > 1.75} (you want the probability that Z is outside the range −1.75 to 1.75) g) Pr{−1.75 < Z < 1.75}
The probability that Z is between negative 1.54 and 1.89 is 0.9088. The probability that Z...
The probability that Z is between negative 1.54 and 1.89 is 0.9088. The probability that Z is less than negative 1.54 or greater than 1.89 is 0.0912. The value of Z if only 10​% of all possible Z values are larger is 2.33. Between what two values of Z​ (symmetrically distributed around the​ mean) will 80.64​% of all possible Z values be​ contained?
Let z denote a standard normal random variable. a. Find P(z > 1.48). b. Find P(-0.44...
Let z denote a standard normal random variable. a. Find P(z > 1.48). b. Find P(-0.44 < z < 2.68). c. Determine the value of which satisfies P(z > z. ) = 0.7995. d. Find P(z < –0.87).
If Z is a standard normal variable, find the probability. The probability that z is less...
If Z is a standard normal variable, find the probability. The probability that z is less than 0.8. 0.7881                          b.   0.2119                    c.   0.4681                     d.   0.5319 The probability that z lies between 0.61 and 2.25. 0.7413                          b.   0.2831                    c.   0.2587                     d.   0.7169 The probability that z is greater than -2.47. 0.0068                          b.   0.0685                    c. 0.9932                       d.   0.9315 The graph below shows a standard normal distribution. Find the z-score associated with the shaded area. The area of the shaded region is 0.0694. 1.37                             b.   1.48                        c.   1.26                        d.   1.01 The graph below shows a standard normal distribution. Find the z-score associated with the shaded area....
. Find a. P(Z=-1.01) b. P(Z>10) c. P(-1.5<Z<2) d. P(-2.58<Z) e. P(Z<3.15) f. The 30th percentile...
. Find a. P(Z=-1.01) b. P(Z>10) c. P(-1.5<Z<2) d. P(-2.58<Z) e. P(Z<3.15) f. The 30th percentile of Z g. The z value with 12% area to its right. 2. If X is normally distributed with a mean of 5.6 and a variance of 27, find a. P(X<2) b. P(-2.5<X<7.2) c. The 80th percentile of X
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT