THEORY OF ERRORS IN OBSERVATIONS 212 Pearson Education, Inc., , Upper Sadle Rive
ID: 1714006 • Letter: T
Question
THEORY OF ERRORS IN OBSERVATIONS212 Pearson Education, Inc., , Upper Sadle River, NJ.AB ecordirg, or likewise. For infcrmation regarding permissionis), wrtle ATrights reserved. This publication is protected by Copyright and written permission should be ebtaned soage in a setrieval system, or transmission in any form or by any means, electronic, mechanical publication s and Permissiones mnwerite to: Rights and Permissione Department, Pearson Educaticn, Inc., Upper Saddle River, N/ 07458 38 Same as Problem 3. 6, but discard two observations, 65.396 and 65.406. (a) (b) (c) 65,402 tama ,001 523210 0.00007168 3.9 Same as Problem 3.6, but inchude two additional observations, 65,398 and 65.408. (a) (b) (c) Same as Problem 3.6, but include three aditional observations, 65398, 65.408, and 65 401 0004 001 784.818 -0.000157 3.10 65.406. (a) 65.402 (b)taM4 (c) 001 850.224 y2 = 0.0001757 In Problems 3.10 through 3.14, determine the range within which observations should fall (a) 90% of the time and (b) 95% of the time. List the percentage of values that actually fall within these ranges. (a) Eso-1.6449s (3.7) (b) Ess = 195990(38) For the data of Problem 3.6. (a) 65.4012+0.0055 (65.3957 65.4067) 100% (b) 65401240.0066(653946, 654078), 100% 3.11 3.12 For the data of Problem 3.7 654018+0.00494653968654067. 88.9 65401840,00059 (65.69s9.65.4076.100% (a) (b) For the data of Problem 3.8. (a) (b) 3.13 65401240, 0045 (65.3968.65 4057. 87,5% 6540121.00534653959, 654066 00% 3.14 For the data of Problem 3.9 (a) (b) 65401240,00621653968. 65.4077).9L6 654012±0.00744653940.65·4089), 100% 17
Explanation / Answer
Respected please Upload Problem 3.6 along with this page. Because Problem 3.8 is related to Problem 3.6. So i request you please reupload both pages. Thanks
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