A company determines that the life span of one of its car engines is normally distributed with a mean of 39000 km and a standard deviation of 10354 km. For how many kilometres should the company warranty the car engine so that the company will only have to replace fewer than 2.5% of the engines?

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02-07-2024
Mathematics

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A company determines that the life span of one of its car engines is normally distributed with a mean of 39000 km and a standard deviation of 10354 km. For how many kilometres should the company warranty the car engine so that the company will only have to replace fewer than 2.5% of the engines?

Sagot :

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A company determines that the life span of one of its car engines is normally distributed with a mean of 39000 km and a standard deviation of 10354 km. For how many kilometres should the company warranty the car engine so that the company will only have to replace fewer than 2.5% of the engines?

Sagot :

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