2. Find the value of the definite intergal given below. What is the antiderivative? |x+ 1| d.x Hint. Recall the definition of absolute value function f : R → R defined by the rule Sx if x > 0 l-x if x

2. Find the value of the definite intergal given below. What is the antiderivative?<br>|x+ 1| d.x<br>Hint. Recall the definition of absolute value function f : R → R defined by the rule<br>Sx if x > 0<br>l-x if x < 0<br>f (x) = |æ| =<br>Note that x is defined over[-2,2] .<br>

Extracted text: 2. Find the value of the definite intergal given below. What is the antiderivative? |x+ 1| d.x Hint. Recall the definition of absolute value function f : R → R defined by the rule Sx if x > 0 l-x if x < 0="" f="" (x)="|æ|" =="" note="" that="" x="" is="" defined="" over[-2,2]="">

Jun 04, 2022

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2. Find the value of the definite intergal given below. What is the antiderivative? |x+ 1| d.x Hint. Recall the definition of absolute value function f : R → R defined by the rule Sx if x > 0 l-x if x

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