Chapter 1. calc_tutorial_5_2_008

1.1 Problem Statement

{3,5,7}

{2,4,6}

round(pow($a,2)/2,2)

round(pow($b,2)/2,2)

$c+$d

Use the integral to compute the area of the graph represented by the function f(x) = |x|.

1.2 Step 1

Question Sequence

Question 1.1

The graph of f shows that the bounded region consists of two zyvnmpJz8ycXkJVVOhuQtEkyRVo8wDjPJr7wViGhR3l1NRsAcFupoW9DClYIujt6 both of which are BkIKWwAQN/Sab4aEt0OfXg== the x-axis.

Thus the area of this region is the Ec/vESUor5mGdohYt+zH4eYJE40kuQme0SBr1A== of the areas of the two individual geometric figures.

Correct.

Incorrect.

1.3 Step 2

Question Sequence

Question 1.2

Compute the definite integral. Round your answer to two decimal places.

= 0 - YWSdEbNFjeo= + U2GIbglD1oM= - 0

= 5dWJhLEUU4Y=

Correct.

Incorrect.