Assignment 4 X + X G n go canvas.ubc.ca/courses/150037/assignments/1989980 G C YouTube h WordHippo English Grammar 10... Grammarly BG Announcements iclicker Student unc Canvas UBC CWLUBC P Perusall w Psychology texbook . Cengage- Chem tex... CCU- Chem > > All Bookmarks Announcements Part 1 of 4 Assignments Suppose you wish to show that the equation x sin(x ) = In( ) has at least one solution. Discussions Equivalently, we can show that a sin(x) - In(x) = 0 has a solution, so we define ard 1 f(ac) = a sin(a) - In(a). It is enough to show that f(a) crosses the line y = 0. Grades People (a) Drag the two sliders to choose an interval [a, b] where it appears that f(a) and f(b) are on opposite sides of the line y = 0. Pages Syllabus 8 Library Online Course 6 Reserves Chat Media Gallery 2 My Media -1 2 4 5 6 8 10 11 Course Evaluation - 2 -4 -6 -8 Part 2 of 4 You have chosen the interval [1.0, 10.0]. (b) Evaluate f(x) at both endpoints of the interval. f(1.0) = 2 f(10.0) = -6 10 C 3:24 AM Q Search ENG Mostly clear US 2024-10-08