The garter snake is a common species in North America. There are various subspecies and coloration schemes depending on the geographical location. Typical adult garter snakes range in length from 46 to 130 centimeters. Write an absolute value inequality that represents the range of lengths of adult garter snakes

Respuesta :

Absolute value inequality is; |x - 88| [tex]\leq[/tex] 42

This is based on converting worded expressions to absolute value inequality expressions.

- We are told that the range in length of typical adult garter snakes is between 46 to 130 centimeters.

- This means the mean of the lengths is;

(46 + 130)/2 = 88 cm

- Thus, tolerance length = 130 - 88 = 42 cm

- Writing an absolute value inequality to depict the question would be;

|x - 88| [tex]\leq[/tex] 42

where x is the length of adult garter snakes.

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