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question_answer1) Directions: (1 - 5) A potter made a mud vessel, where the shape of the pot is based on \[f\left( x \right)=\left| x-3 \right|+\left| x-2 \right|\], where \[f\left( x \right)\]represents the height of the pot. When \[x\text{ }>\text{ }4\] What will be the height in terms of x ?
question_answer2) Will the slope vary with x value?
question_answer3) What is \[\frac{dy}{dx}\] at \[x=3\]
question_answer4) When the x value lies between (2, 3) then the function is
question_answer5) If the potter is trying to make a pot using the function\[f\left( x \right)=\left[ x \right]\], will he get a pot or not ? Why?
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