Activity 1Identify the regions under the normal curve of the following standard normal values using the z table (refer to the picture)1. z = -3.252. z = 1.253. z = 0.564. z = 35. z = 1.966. z = -1.337. z = -2.58. z = 0.299. z = -0.1310. z = -1.96 Statistics and ProbabilityAppendix ATable of Areas under the Normal Curve.00.01.02.03.04.05.06.07.08.090.0.0000.0040.0080.0120.0160.0199.0239.0279.0319.0359(0.1.0398.0438.0478.0517.0557.0596.0636.0675.0714.0753.0793.0832.08710910.0948.09871026.10641103.11410.2.1255<.1293.1664.1179.1217.1331.1368140614431480.15170.30.4.1554.1591.1628.17001736.1772.1808184418790.51915.1950.1985.20192054.2088.2123.2157.2190.22240.62257.2291.2324.23572389.2422.2454.2486.2517.25490.7.2580.2611.2642.2673.2704.2734.2764.2794.2823.28520.82881.2910.2939.2967.2995.3023.3051.3078.3106.31330.9.3159.3186.3212.3238.3264.3289.3315.3340.3365.33891.0.3413.3438.3461.3485.3508.3531.3554.3577.3599.36211.1.3643.3665.3686.3708.3729.3749.3770.3790.3810.38301.2.3849.3869.3888.3907.3925.3944.3962.3980.3997.40151.34032.40494066.40824099.4115.4131.4147.4162.41771.44192.4207.4222.4236.4251.4265.42794292.4306.43191.5.43324345.4357.4370.4382.4394.4406.4418.442944411.64452.44631474.4484.4495*.4505.4515.4525.4535.45451.7.45544564.4573.45824591.4599.4608.4616.4625-.46331.846414649.4656.4664.4671.4678.4686.4693469947061.9.4713.4719.4726.4732.4738.4744.4750.4756.4761.47672.0.4772.4778.4783.4788.4793.4798.4803.4808.4812.48172.1.48214826.4830.4834.4838.4842:4846.4850.4854.48572.24861.4864.4868.4871.4875.4878.4881.4884.4887.48902.3.4893.4896.4898.4901.4904.4906.49094911.491349162.4.4918492049224925.4927.4929.4931.4932.4934.49362.5.4938.494049414943.4945.4946.4948.4949*.4951.49522.6.49534955.4956.4957.4959.4960.4961.4962.4963.49642.7 -.49654966.4967.4968.4969.4970.4971.4972.4973.49742.8.4974.4975.4976.4977.4977.49784979.49794980.49812.94981.4982.49824983.4984.4984.4985.49854986.49863.0.49874987.4987.4988.4988.4989.4989.49894990.4990For values of z above 3.09, use 0.4999 for the area.Adopted from Mario F. Triola. (1995). Elementary statistics, 6th ed. New York: Addison-Wesley.238CONCEPtUAL MATH& BEYONDof222 Englewood CIiffs, New Jersey: Prentice-Hall Inc. and McClave, J.T: (2003). Statistics. UpperFrom Hopkins, K.D. and Glass, G.V. (1978). Basic Statistics for the Behavioral Sciences.Statistics and ProbabilityAppendix BToble for t-DistributionDegreos ofFreedom(n-)Confidence Coefficiont(amount of a in two talls)0,900.950.992.6.31412.70663.6572.9204.3039,9253.1825.84143.2.3534,60442.1322.7764.0322.0152.5713.70761.9432.4472.3653.4997.1.8952.3063.3559.81.8603.2509.1.8332.262103.169101.8122.228112.2013.10612111.7963.0551.7822.17913122.1603.012131.771142.1452.977141.761151.7532.1312.94716151.7462.1202.92117161.7402.1102.89818171.7342.101.2.87818191.7292.0932.86119201.7252.0862.84520211.7212,0802.83121221.7172.0742.81922231.7142.0692.80723241.7112.0642.79724251.7082.0602.78725261.7062.0562.77926271.7032.0522.77127281.7012.0482.76328291.6992.0452.75629301.6972.0422.75030311.6842.0212.7144041601.6712.0002.660611.6451.9602.576From Hobkins, K.D. and Glass, G.V. (1978). Baslc Statistcs for the Behavioral ScieneSaddle River, New Jersey: Prentice Hall Inc.CONCEPTUAL MatH & BEYOND

Given that We have z values We have to find region under normal curve using given Z standard…

Activity 1 Identify the regions under the normal curve of the following standard normal values using the z table (refer to the picture) 1. z = -3.25 2. z = 1.25 3. z = 0.56 4. z = 3 5. z = 1.96 6. z = -1.33 7. z = -2.5 8. z = 0.29 9. z = -0.13 10. z = -1.96

Activity 1 Identify the regions under the normal curve of the following standard normal values using the z table (refer to the picture) 1. z = -3.25 2. z = 1.25 3. z = 0.56 4. z = 3 5. z = 1.96 6. z = -1.33 7. z = -2.5 8. z = 0.29 9. z = -0.13 10. z = -1.96

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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