4 The null and altemate hypothe oe. The following cample Information chows the number of defectlve unta produced on the day shtft and the afternoon shtft for a sample of four days lat month. Day 2 3 i0 11 14 18 Day shi ft Af tornoon shift 9 13 18 At the 0.010 cgnticance leve, can we conclude there are more defects produced on the day shift? HintFor the calculations, acoume the day chtft as the first somple. State the declclon rule. (Round your answe to 2 decimal places.) b. €oneutc the voluc o oc teee 5చడంగం (Round your ancwer to a డేజియme pleccc. w V Bctaeen 0025 cnd 0.03 soo o 9v2200042*4*9.0 001 d Whet o your dec2o1 ego/crg 3r Reest

4 The null and altemate hypothe oe. The following cample Information chows the number of defectlve unta produced on the day shtft and the afternoon shtft for a sample of four days lat month. Day 2 3 i0 11 14 18 Day shi ft Af tornoon shift 9 13 18 At the 0.010 cgnticance leve, can we conclude there are more defects produced on the day shift? HintFor the calculations, acoume the day chtft as the first somple. State the declclon rule. (Round your answe to 2 decimal places.) b. €oneutc the voluc o oc teee 5చడంగం (Round your ancwer to a డేజియme pleccc. w V Bctaeen 0025 cnd 0.03 soo o 9v220004249.0 001 d Whet o your dec2o1 ego/crg 3r Reest

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter10: Sequences, Series, And Probability

Section10.8: Probability

Problem 32E

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