It was announced that a cell phone battery with proper charging procedures can withstand 48 hours of operation. A study was conducted with 5,000 batteries and 15 of them stopped operating within 48 hours. will these experimental studies support the assertion that less than 0.2% of the company's batteries will fail during the published time with proper charging procedures? Use a hypothesis testing procedure with α = 0.01

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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It was announced that a cell phone battery with proper charging procedures can withstand 48 hours of operation. A study was conducted with 5,000 batteries and 15 of them stopped operating within 48 hours.
will these experimental studies support the assertion that less than 0.2% of the company's batteries will fail during the published time with proper charging procedures? Use a hypothesis testing procedure with α = 0.01.

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The exercise in the image is in Spanish, to make the exercise more understandable.

Se anunció que una batería para teléfonos celulares con los procedimientos de carga
apropiados puede soportar 48 horas de operación. Se elaboró un estudio con 5000 baterías y 15
dejaron de operar antes de 48 horas. ¿Soportarán estos estudios experimentales la aseveración de
que menos del 0.2% de las baterías de la compañía fallarán durante el tiempo publicado con los
procedimientos de carga apropiados? Use un procedimiento de prueba de hipótesis con a = 0.01.
Transcribed Image Text:Se anunció que una batería para teléfonos celulares con los procedimientos de carga apropiados puede soportar 48 horas de operación. Se elaboró un estudio con 5000 baterías y 15 dejaron de operar antes de 48 horas. ¿Soportarán estos estudios experimentales la aseveración de que menos del 0.2% de las baterías de la compañía fallarán durante el tiempo publicado con los procedimientos de carga apropiados? Use un procedimiento de prueba de hipótesis con a = 0.01.
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