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A plant produces sport drinks, which must be within 0.15 fluid ounces of the advertised 10 fluid ounces on the label. If x represents the volume, write an equation to model the maximum and minimum volumes and determine the minimum volume in a bottle.

|x + 0.15| = 10; x = 10.15 ounces
|x − 0.15| = 10; x = 9.85 ounces
|x + 10| = 0.15; x = 10.15 ounces
|x − 10| = 0.15; x = 9.85 ounces

Respuesta :

|x − 0.15| = 10; x = 9.85 ounces. Here 0.15 ounces are the maximum and minimum limits of 10 ounces.

What is Maximum and Minimum ?

Maximum and minimum values of something is that from the exact quantity as stated maximum and minimum variation defines the limit to which extent it can be more or lees to the stated quantity.

In the given question we have to determine the least allowable volume.

Stated volume is 10 ounces and 0.15 ounces are the limit so it can either be 10.15 which is maximum or it can be 9.85 which is the minimum.

Learn more about maximum and minimum here :

https://brainly.com/question/17467131

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