AVERAGE PRODUCTION of Car P \[=\frac{Sum\text{ }of\text{ }production\text{ }of\text{ }Car\text{ }P\text{ }in\text{ }each\text{ }year}{Total\text{ }number\text{ }of\text{ }years}\] \[=\frac{76+82+65+70+85+80}{6}=\frac{458}{6}=76.33\]Average production of Car Q \[=\frac{59+62+47+54+57+68}{6}=\frac{347}{6}=57.83\]Average production of Car R \[=\frac{28+36+42+31+49+38}{6}=\frac{224}{6}=37.33\]Clearly, average production of Car P is greater than Car Q and Car R. Hence, average production of Car P is maximum. "> AVERAGE PRODUCTION of Car P \[=\frac{Sum\text{ }of\text{ }production\text{ }of\text{ }Car\text{ }P\text{ }in\text{ }each\text{ }year}{Total\text{ }number\text{ }of\text{ }years}\] \[=\frac{76+82+65+70+85+80}{6}=\frac{458}{6}=76.33\]Average production of Car Q \[=\frac{59+62+47+54+57+68}{6}=\frac{347}{6}=57.83\]Average production of Car R \[=\frac{28+36+42+31+49+38}{6}=\frac{224}{6}=37.33\]Clearly, average production of Car P is greater than Car Q and Car R. Hence, average production of Car P is maximum. ">

DIRECTION: Study the following table which shows the production of three different types of cars over the years. Years Production of Car P Production of Car Q Production of Car R 2001 76 59 28 2002 82 62 36 2003 65 47 42 2004 70 54 31 2005 85 57 49 2006 80 68 38 The average production of which of the following types of cars was maximum?

7th Class Mathematics in 7th Class . 6 months ago

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AVERAGE PRODUCTION of Car P \[=\frac{Sum\text{ }of\text{ }production\text{ }of\text{ }Car\text{ }P\text{ }in\text{ }each\text{ }year}{Total\text{ }number\text{ }of\text{ }years}\] \[=\frac{76+82+65+70+85+80}{6}=\frac{458}{6}=76.33\]Average production of Car Q \[=\frac{59+62+47+54+57+68}{6}=\frac{347}{6}=57.83\]Average production of Car R \[=\frac{28+36+42+31+49+38}{6}=\frac{224}{6}=37.33\]Clearly, average production of Car P is greater than Car Q and Car R. Hence, average production of Car P is maximum.

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