A peanut company ships its product in a carton that weighs 20 oz when empty. Twenty bays ul

Mathematics

1 answer:

Otrada [13]2 years ago

8 0

The compound inequality statement for the weight of cartons that would be inspected is 630 > X > 690

Weight of empty carton = 20 oz

Acceptable range of weight per bag of peanut :

Lower limit = 30.5 oz
Upper limit = 33.5 oz

Number of peanut bags per carton = 20 bags

Therefore,

The lower limit for weight of carton after being filled will be :

Weight of empty carton + (20 × weight per bag)
20 + (20 × 30.5) = 630 oz

The Upper limit for weight of carton after being filled will be :

Weight of empty carton + (20 × weight per bag)
20 + (20 × 33.5) = 690 oz

Therefore, the compound inequality for the cartons that will be inspected is : 630 > X > 690

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